{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as pl\n",
    "import scipy.signal as signal\n",
    "import pyModeS as pms\n",
    "\n",
    "import sys\n",
    "sys.path.append(\"../ai-sdr\")\n",
    "from Data.opnr import find_data\n",
    "from Data.rawdata import RawData\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "fn90 = find_data(\"../data\",\"1090.0\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "adsb = RawData(str(fn90))\n",
    "adsb.read(end=-1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "fir_order = int(adsb.fs/2e6*8)\n",
    "h = signal.firwin(fir_order, 2.5e6/adsb.fs)\n",
    "wv = signal.filtfilt(h,1,adsb.raw)\n",
    "wv = signal.resample(wv,int(len(adsb.raw)/3.84*4))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x108c50ad0>]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pl.plot(np.abs(np.fft.fftshift(np.fft.fft(wv))))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.05701462321094406\n"
     ]
    }
   ],
   "source": [
    "wva = np.abs(wv[::2])\n",
    "window = 200\n",
    "total_len = len(wva)\n",
    "frame = np.array(wva[: total_len // window * window]).reshape(-1, window)\n",
    "means = (\n",
    "    frame\n",
    "    .mean(axis=1)\n",
    ")\n",
    "# index = (frame.argmax(axis=1))\n",
    "noise_floor = min(means)\n",
    "print(noise_floor)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "dwva = wva[:-1]-wva[1:]\n",
    "pj = np.zeros(dwva.shape,dtype=np.int8)\n",
    "pj[dwva>0] = 1\n",
    "pj[dwva<0] = -1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "step1 = pj[:-9]-pj[1:-8]+pj[2:-7]+pj[7:-2]-pj[8:-1]+pj[9:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "step1_pos = np.argwhere(step1==6).flatten()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "45456 1033\n"
     ]
    }
   ],
   "source": [
    "step2_pos = []\n",
    "for s0 in step1_pos:\n",
    "    wv_head = wva[s0:s0+16]\n",
    "    high = np.sum(wv_head[np.array([0,2,7,9])])/5\n",
    "    if np.all(wv_head[np.array([1,3,4,5,6,8,10,11,12,13,14,15])]<high):\n",
    "        step2_pos.append((s0,pj[s0:s0+240:2]))\n",
    "print(len(step1_pos),len(step2_pos))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "step3_pos = []\n",
    "for s0,l in step2_pos:\n",
    "    if s0 < len(wv)/2-2048:\n",
    "        wv_msg = wv[s0*2:s0*2+1024]\n",
    "        step3_pos.append((np.mean(wv_msg*wv_msg.conj()),s0,l))\n",
    "step3_pos.sort(reverse=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 15 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "wv_msg = np.zeros((15,1024),dtype=np.complex64)\n",
    "for i in range(15):\n",
    "    _,s0,_ = step3_pos[i]\n",
    "    wv_msg[i,:] = wv[s0*2:s0*2+1024]\n",
    "    pl.subplot(15,1,i+1)\n",
    "    pl.plot(np.abs(wv_msg[i,:]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "modes_checksum_table = [\n",
    "0x3935ea, 0x1c9af5, 0xf1b77e, 0x78dbbf, 0xc397db, 0x9e31e9, 0xb0e2f0, 0x587178,\n",
    "0x2c38bc, 0x161c5e, 0x0b0e2f, 0xfa7d13, 0x82c48d, 0xbe9842, 0x5f4c21, 0xd05c14,\n",
    "0x682e0a, 0x341705, 0xe5f186, 0x72f8c3, 0xc68665, 0x9cb936, 0x4e5c9b, 0xd8d449,\n",
    "0x939020, 0x49c810, 0x24e408, 0x127204, 0x093902, 0x049c81, 0xfdb444, 0x7eda22,\n",
    "0x3f6d11, 0xe04c8c, 0x702646, 0x381323, 0xe3f395, 0x8e03ce, 0x4701e7, 0xdc7af7,\n",
    "0x91c77f, 0xb719bb, 0xa476d9, 0xadc168, 0x56e0b4, 0x2b705a, 0x15b82d, 0xf52612,\n",
    "0x7a9309, 0xc2b380, 0x6159c0, 0x30ace0, 0x185670, 0x0c2b38, 0x06159c, 0x030ace,\n",
    "0x018567, 0xff38b7, 0x80665f, 0xbfc92b, 0xa01e91, 0xaff54c, 0x57faa6, 0x2bfd53,\n",
    "0xea04ad, 0x8af852, 0x457c29, 0xdd4410, 0x6ea208, 0x375104, 0x1ba882, 0x0dd441,\n",
    "0xf91024, 0x7c8812, 0x3e4409, 0xe0d800, 0x706c00, 0x383600, 0x1c1b00, 0x0e0d80,\n",
    "0x0706c0, 0x038360, 0x01c1b0, 0x00e0d8, 0x00706c, 0x003836, 0x001c1b, 0xfff409,\n",
    "0x000000, 0x000000, 0x000000, 0x000000, 0x000000, 0x000000, 0x000000, 0x000000,\n",
    "0x000000, 0x000000, 0x000000, 0x000000, 0x000000, 0x000000, 0x000000, 0x000000,\n",
    "0x000000, 0x000000, 0x000000, 0x000000, 0x000000, 0x000000, 0x000000, 0x000000\n",
    "]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "def modesChecksum(msg, bits):\n",
    "    crc = 0\n",
    "    offset = 0 if (bits == 112) else (112-56)\n",
    "    \n",
    "    for j in range(bits):\n",
    "        byte = j//8\n",
    "        bit = j%8\n",
    "        bitmask = 1 << (7-bit)\n",
    "\n",
    "        # If bit is set, xor with corresponding table entry. */\n",
    "        if (msg[byte] & bitmask) != 0:\n",
    "            crc ^= modes_checksum_table[j+offset]\n",
    "    return crc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CC9873A9F03149C6FCBA9ABFA283 28,crc =  0x898431 0xbfa283 0x3626b2 112\n",
      "28000180517DDD3853FD31219BF3 28,crc =  0xf586f9 0x219bf3 0xd41d0a 112\n",
      "17D9D7CF9EF0D82982C2455C255B 28,crc =  0xa3d0cc 0x5c255b 0xfff597 112\n",
      "7CD998F06FA306E8C34942CEC03F 28,crc =  0x774dbd 0xcec03f 0xb98d82 112\n",
      "F16E641FC8CC2A2C918046A57650 28,crc =  0xf05f6 0xa57650 0xaa73a6 112\n",
      "AECCC519857A8C0985997441EAEA 28,crc =  0xf57e53 0x41eaea 0xb494b9 112\n",
      "BB1F062D34D963348C924C210850 28,crc =  0x52eb50 0x210850 0x73e300 112\n",
      "88A1D5D3D6162D2EE3E7B4B80EBC 28,crc =  0xab4404 0xb80ebc 0x134ab8 112\n",
      "E5C7BCDC6C1C4DC34762F196A53D 28,crc =  0xb7f4b4 0x96a53d 0x215189 112\n",
      "6C4B6D4A75E4620E267F1DAC443E 28,crc =  0x5364fb 0xac443e 0xff20c5 112\n",
      "4359BC8E7091F34F88258969192C 28,crc =  0xba3b6c 0x69192c 0xd32240 112\n",
      "1B95F3C9E41740BF76FC8A1F665B 28,crc =  0xa06961 0x1f665b 0xbf0f3a 112\n",
      "BD98B09183EF94987B619ECD7E06 28,crc =  0x72efd3 0xcd7e06 0xbf91d5 112\n",
      "42777C4D7751B42F8F5813BDE7B1 28,crc =  0x3a03d9 0xbde7b1 0x87e468 112\n",
      "C5C9F6846B87193A6BD058078D66 28,crc =  0xd67487 0x78d66 0xd1f9e1 112\n",
      "F2E28BDD23B76618D35E7B87A94D 28,crc =  0xa905af 0x87a94d 0x2eace2 112\n",
      "B4E4D57D336DAF6E39D6462F817E 28,crc =  0x71602a 0x2f817e 0x5ee154 112\n",
      "62FABEF9E7CBA5B44026F4CB7BFA 28,crc =  0xc9f0dd 0xcb7bfa 0x28b27 112\n",
      "DB2A5DAA0918770953CE0A61347F 28,crc =  0x58210 0x61347f 0x64b66f 112\n",
      "CDD3579ABF475AEE47AF0DFD231B 28,crc =  0x20e5fb 0xfd231b 0xddc6e0 112\n",
      "E4C05974CE0163FD74D9EB15554E 28,crc =  0x74de0a 0x15554e 0x618b44 112\n",
      "F5CF21912D70C83413314F1CE2AB 28,crc =  0x575bad 0x1ce2ab 0x4bb906 112\n",
      "F3EE72BACC245FD1AE026F78FF3A 28,crc =  0x8ed47 0x78ff3a 0x70127d 112\n",
      "FD9E0F8CB7DC1BEB74E869EFBA2C 28,crc =  0xdf432b 0xefba2c 0x30f907 112\n",
      "6D943ACAB234469F37C1501B658A 28,crc =  0x4237e7 0x1b658a 0x59526d 112\n",
      "B49E59D9D556BA7C04776B5D427A 28,crc =  0x98afbc 0x5d427a 0xc5edc6 112\n",
      "AB2F57848AAE5B1C812A4C1483AE 28,crc =  0x83184e 0x1483ae 0x979be0 112\n",
      "204A930520EBA9AEDF3239F8BF4D 28,crc =  0x97c0f3 0xf8bf4d 0x6f7fbe 112\n",
      "A8BA37B4F5FC011214B31B247829 28,crc =  0x96240d 0x247829 0xb25c24 112\n",
      "99739236A45013690C8754EFA775 28,crc =  0xd6f4ca 0xefa775 0x3953bf 112\n",
      "ED3B776B2E9AFA7486AFF9D64BFA 28,crc =  0x9c248e 0xd64bfa 0x4a6f74 112\n",
      "2131851FCB85D0DC0A5EE65CCB2C 28,crc =  0xe57b88 0x5ccb2c 0xb9b0a4 112\n",
      "FB0280F922B7AA2C4397DB6C78A3 28,crc =  0x9f4a68 0x6c78a3 0xf332cb 112\n",
      "A52AC27A293743D10424CAB31438 28,crc =  0xd111b2 0xb31438 0x62058a 112\n",
      "1AFECFB4C01E66FCAA0AE1E3B5DB 28,crc =  0x4cba60 0xe3b5db 0xaf0fbb 112\n",
      "18B863988491192F319EC7D98D8B 28,crc =  0x55be84 0xd98d8b 0x8c330f 112\n",
      "AF8B4F7AEBEF3FFA4FFC44E6E7A6 28,crc =  0x551266 0xe6e7a6 0xb3f5c0 112\n",
      "BC7D8A1E3DFAA8F7C08E37E80476 28,crc =  0xf7790e 0xe80476 0x1f7d78 112\n",
      "321C3874EE003B412F35C7213969 28,crc =  0x81613a 0x213969 0xa05853 112\n",
      "B7F31BD1FA411B019A456C7ACFD5 28,crc =  0xccb92f 0x7acfd5 0xb676fa 112\n",
      "4426670DFD333A43213E457859B5 28,crc =  0xdeb88e 0x7859b5 0xa6e13b 112\n",
      "E0AA8D2DD7DC03CC1B637E16CAC9 28,crc =  0xfdca6e 0x16cac9 0xeb00a7 112\n",
      "BE3F1720AB62BCF3E9105FDE03C8 28,crc =  0x18729d 0xde03c8 0xc67155 112\n",
      "E2E4156C579E7D220BFBC07916A3 28,crc =  0x23cb8a 0x7916a3 0x5add29 112\n",
      "338F5B2B8D8B530C4698141BC1B1 28,crc =  0xc4b9d5 0x1bc1b1 0xdf7864 112\n",
      "698141BC1B124D2021162E3FE6D4 28,crc =  0xe22b70 0x3fe6d4 0xddcda4 112\n",
      "355874DD6DE8E689361D9038D626 28,crc =  0x336634 0x38d626 0xbb012 112\n",
      "96483157E59354032E641BE9F1B1 28,crc =  0x662646 0xe9f1b1 0x8fd7f7 112\n",
      "110849F7324CE362DAAE0E0FF361 28,crc =  0x27ccf3 0xff361 0x283f92 112\n",
      "A1BAEB75610EC769B6AC5291D68A 28,crc =  0xb2f349 0x91d68a 0x2325c3 112\n",
      "86DCF613E19EA5641914B215EA37 28,crc =  0x1b2a37 0x15ea37 0xec000 112\n",
      "4B97A34ACC299B17B9724A15C05B 28,crc =  0x4f00b2 0x15c05b 0x5ac0e9 112\n",
      "360CC58DD3A1FACE561C12B9E778 28,crc =  0x25559f 0xb9e778 0x9cb2e7 112\n",
      "385ED828508457004E8085AFE150 28,crc =  0x1a1cc3 0xafe150 0xb5fd93 112\n",
      "E9F5BF9A960819F0E162324FE81A 28,crc =  0xe0fcad 0x4fe81a 0xaf14b7 112\n",
      "8800153B21285F518AD3C24AE7B6 28,crc =  0x23e7b3 0x4ae7b6 0x690005 112\n",
      "3E3B9EABA75F517BAC4BB41B649C 28,crc =  0x82ebca 0x1b649c 0x998f56 112\n",
      "2DFCDDDED60CFC7FDF6C525344E7 28,crc =  0x5da22b 0x5344e7 0xee6cc 112\n",
      "187327C9969E50B96C65A60DEEFD 28,crc =  0x60214d 0xdeefd 0x6dcfb0 112\n",
      "A9E552CEE96330A9CFA66A63241B 28,crc =  0xe9ebad 0x63241b 0x8acfb6 112\n",
      "93D3436C82A394D56DC821B7EF63 28,crc =  0x5ec649 0xb7ef63 0xe9292a 112\n",
      "DA0A60370FDCF7116D3ECC6ADA3D 28,crc =  0xb20855 0x6ada3d 0xd8d268 112\n",
      "B414C06E1FB9EE22DA7D98D5B47B 28,crc =  0x23ee0c 0xd5b47b 0xf65a77 112\n",
      "1214A195DCCEBC570DF345066363 28,crc =  0x7e5818 0x66363 0x783b7b 112\n",
      "1A600F4CDEF90273DE61BB3B16E9 28,crc =  0xf6cb84 0x3b16e9 0xcddd6d 112\n",
      "29D260D4B77ABC0E4D39978AEC53 28,crc =  0x37857 0x8aec53 0x899404 112\n",
      "F346E148C8BBC9CFB8FFA27E68E5 28,crc =  0x87dc2d 0x7e68e5 0xf9b4c8 112\n",
      "412B6254FB5D0123FFC2D483FA3A 28,crc =  0x6d6ac5 0x83fa3a 0xee90ff 112\n",
      "5E70CBA0D5AE6B99AFB908C26764 28,crc =  0xff62ce 0xc26764 0x3d05aa 112\n",
      "A8BF947A9E601212C2608E7751D0 28,crc =  0xc44860 0x7751d0 0xb319b0 112\n",
      "168D75D6C8CA3B0427B81426C216 28,crc =  0x16604a 0x26c216 0x30a25c 112\n",
      "33C5AACA11ABE113041B13FC256E 28,crc =  0xfadb34 0xfc256e 0x6fe5a 112\n",
      "F2AAD99B355BE2031C1D08949A54 28,crc =  0x5db335 0x949a54 0xc92961 112\n",
      "6DCC2D14299309701C7F0035D845 28,crc =  0x71013 0x35d845 0x32c856 112\n",
      "8D18AA1286E8326A82A3C8E7585E 28,crc =  0x76c5f1 0xe7585e 0x919daf 112\n",
      "6172B92DCA2CF5FFEA0DEF0A4CD8 28,crc =  0xe064ce 0xa4cd8 0xea2816 112\n",
      "D2CC8EDE66702E6CFC0E97F91596 28,crc =  0x399a47 0xf91596 0xc08fd1 112\n",
      "528F4F838005827F6048E6AB29CB 28,crc =  0x46e178 0xab29cb 0xedc8b3 112\n",
      "E7794F0669C89814807AC974CB74 28,crc =  0xf4470f 0x74cb74 0x808c7b 112\n",
      "A403D64BA65BA33AF3F59F24DA40 28,crc =  0x237ff9 0x24da40 0x7a5b9 112\n",
      "7F7211C2C3519FD0FDEC1C7CE4D4 28,crc =  0x8669ed 0x7ce4d4 0xfa8d39 112\n",
      "6D04684C39504BAC94D8448D6A46 28,crc =  0xee3bdb 0x8d6a46 0x63519d 112\n",
      "C1E6461DCC12221DAC9C72967953 28,crc =  0xb2933 0x967953 0x9d5060 112\n",
      "D3D97393136BE6756A21E68A38FB 28,crc =  0xda384 0x8a38fb 0x879b7f 112\n",
      "3D4B48352C717385564C935B9AC8 28,crc =  0xcab40b 0x5b9ac8 0x912ec3 112\n",
      "8D86E792833E3EE1C75A002DF41F 28,crc =  0x3e8cae 0x2df41f 0x1378b1 112\n",
      "7B9329590DD51CDAE006BA6FC89F 28,crc =  0x6d8113 0x6fc89f 0x2498c 112\n",
      "BF147343854CBBC8321E9125504C 28,crc =  0xed7178 0x25504c 0xc82134 112\n",
      "D535ED5A7A705FE8E9E8C7A7093B 28,crc =  0xdc1fcd 0xa7093b 0x7b16f6 112\n",
      "4C8F62F84B4368556C112E1EA966 28,crc =  0x57df78 0x1ea966 0x49761e 112\n",
      "1C177D26288B7FFC8C05FFCAC528 28,crc =  0x4f56b5 0xcac528 0x85939d 112\n",
      "349395C801D8D2DDE37545622ACC 28,crc =  0x1842be 0x622acc 0x7a6872 112\n",
      "867874C588E0FEE6CCAB245A993B 28,crc =  0x5822d0 0x5a993b 0x2bbeb 112\n",
      "695EE609C3135DF3EDA8D6009180 28,crc =  0x616e4d 0x9180 0x61ffcd 112\n",
      "17BA47E7E5FFFF5EC8385DDDBFD7 28,crc =  0x720e3d 0xddbfd7 0xafb1ea 112\n",
      "A0000B1BBC7A132422C4555DA87D 28,crc =  0x1baf41 0x5da87d 0x46073c 112\n",
      "1888CE5C48EF826C6297577B7EE5 28,crc =  0x2a944e 0x7b7ee5 0x51eaab 112\n",
      "C54BF9A439CE659D65627420DACD 28,crc =  0x6bec40 0x20dacd 0x4b368d 112\n",
      "1C2A314FF777B3920D10BDB20DDB 28,crc =  0x7d7ee1 0xb20ddb 0xcf733a 112\n",
      "D6663D5F21140CD4051BB663D2DE 28,crc =  0xcbb03 0x63d2de 0x6f69dd 112\n",
      "5F3EFF20A1E14908CB625362E729 28,crc =  0x5857f2 0x62e729 0x3ab0db 112\n",
      "847616C7C3BD505281934E4E5E7A 28,crc =  0x296c9b 0x4e5e7a 0x6732e1 112\n",
      "6AD446897E2B45A876BF70FA6972 28,crc =  0xeab21b 0xfa6972 0x10db69 112\n",
      "E9A5C98DE9A003A6C77256B7BC99 28,crc =  0xc62407 0xb7bc99 0x71989e 112\n",
      "8FD411B89BEEE2A038EA2ADAF275 28,crc =  0x57eac2 0xdaf275 0x8d18b7 112\n",
      "BA970C8F17D0E782A017F330DF3D 28,crc =  0x2267f9 0x30df3d 0x12b8c4 112\n",
      "B6BECF51B54C961A2505AEE654E0 28,crc =  0x98603c 0xe654e0 0x7e34dc 112\n",
      "3036DD978C5BEAE4C68958517DCB 28,crc =  0x62790d 0x517dcb 0x3304c6 112\n",
      "91C8F91B7867E2BC5D52C0FD0061 28,crc =  0x1e028 0xfd0061 0xfce049 112\n",
      "BFFA390DB748D1F41F95C33CE371 28,crc =  0x76bde0 0x3ce371 0x4a5e91 112\n",
      "C4EB9575FDA9D81F926DD8D22F5B 28,crc =  0x448751 0xd22f5b 0x96a80a 112\n",
      "19CCF9F7BB293B2D68265B4AF63E 28,crc =  0x9c5c08 0x4af63e 0xd6aa36 112\n",
      "E0040B1BBC1A332422C4555F2879 28,crc =  0xbfc347 0x5f2879 0xe0eb3e 112\n",
      "CED9CD1BC830D3C20182527D81FB 28,crc =  0xf29063 0x7d81fb 0x8f1198 112\n",
      "5575D3BBA31C40B1432212057EEF 28,crc =  0xaf5246 0x57eef 0xaa2ca9 112\n",
      "F784880824CA583444399FD974E7 28,crc =  0xbb775e 0xd974e7 0x6203b9 112\n",
      "1DCDACB96AF7E87B667197E5FF1E 28,crc =  0xef94c5 0xe5ff1e 0xa6bdb 112\n",
      "D7A249E344433C2F8A296B6689A2 28,crc =  0x5775f0 0x6689a2 0x31fc52 112\n",
      "5E91BF817219FC88C310B470C189 28,crc =  0x446a81 0x70c189 0x34ab08 112\n",
      "8CFE2D8EEB2F65CC1AAA06870DAE 28,crc =  0xeb8cbf 0x870dae 0x6c8111 112\n",
      "38DD896C4E3DA58DAE27B8639680 28,crc =  0x1ee20b 0x639680 0x7d748b 112\n",
      "EBBEB3843903F99C17C20FE984D7 28,crc =  0x145791 0xe984d7 0xfdd346 112\n",
      "7C20FE984D7026FD9662C0F33FB9 28,crc =  0x168254 0xf33fb9 0xe5bded 112\n",
      "C3390077224A4ECA0D3767B0495C 28,crc =  0x988e49 0xb0495c 0x28c715 112\n",
      "F7F5C5BC14DCC4623F2C55D52B43 28,crc =  0x4e2f61 0xd52b43 0x9b0422 112\n",
      "21906B48FFFBD47370629F8CB42E 28,crc =  0xed336c 0x8cb42e 0x618742 112\n",
      "15610302F5C1F7CC9673FCB32446 28,crc =  0x29e5be 0xb32446 0x9ac1f8 112\n",
      "9922357D8DC02B2514619F753270 28,crc =  0xb913a2 0x753270 0xcc21d2 112\n",
      "AE85D79EBA7E17D1DF612CC26214 28,crc =  0x22b77e 0xc26214 0xe0d56a 112\n",
      "836579DD1878E9A52AF37FB8D711 28,crc =  0xaff6bb 0xb8d711 0x1721aa 112\n",
      "A8001B058037332F6004B6804592 28,crc =  0xa90d56 0x804592 0x2948c4 112\n",
      "FD7FE466405FFFE17FFF74E5D716 28,crc =  0x11b652 0xe5d716 0xf46144 112\n",
      "A8001B05A67D33F0A80000CFD36E 28,crc =  0x897eb 0xcfd36e 0xc74485 112\n",
      "2E362E3358FAB81AAF9A41508351 28,crc =  0x50d3cc 0x508351 0x509d 112\n",
      "358FAB81AAF9A415083517AC1E06 28,crc =  0xa60a6a 0xac1e06 0xa146c 112\n",
      "1DE527E15FD9B23AD9B7F3609675 28,crc =  0x97c628 0x609675 0xf7505d 112\n",
      "5D8E95F0DC6E8EBF3D92D345397B 28,crc =  0x4d8871 0x45397b 0x8b10a 112\n",
      "923C58C81D3C2DD7B1401E9B19F4 28,crc =  0x67dc86 0x9b19f4 0xfcc572 112\n",
      "F8AF98EF43DBD2ADEA52861CAB91 28,crc =  0x8638d 0x1cab91 0x14c81c 112\n",
      "D30AD897B2873AF8FB22A7F8AF7F 28,crc =  0x313fc 0xf8af7f 0xfbbc83 112\n",
      "F79907E259AE6F19C9881F60B856 28,crc =  0x918de0 0x60b856 0xf135b6 112\n",
      "F40DEC3D33A162B70056182305DD 28,crc =  0xc6f609 0x2305dd 0xe5f3d4 112\n",
      "5A2C7B543103FE225CDB60AE9469 28,crc =  0xe6fada 0xae9469 0x486eb3 112\n",
      "3005B77C6D3C294E4D39579360AC 28,crc =  0xf6f809 0x9360ac 0x6598a5 112\n",
      "3C43D53B3493EA7C5DD29C847A26 28,crc =  0xa985eb 0x847a26 0x2dffcd 112\n",
      "1EA9D9A49F53E2EE94E423D13627 28,crc =  0xbe2478 0xd13627 0x6f125f 112\n",
      "E53554D94283E186307F5E090CCB 28,crc =  0xf54fa1 0x90ccb 0xfc436a 112\n",
      "C398E8383E7C07D13EFBF56B62B8 28,crc =  0x34424d 0x6b62b8 0x5f20f5 112\n",
      "3E61D173E157FC4AD004CBF5481B 28,crc =  0xe749b8 0xf5481b 0x1201a3 112\n",
      "C4EAE007F525F6318B012095F2C7 28,crc =  0x5fcf49 0x95f2c7 0xca3d8e 112\n",
      "8E99B8BAB1A9A378FB2C544DB445 28,crc =  0x5cdb6d 0x4db445 0x116f28 112\n",
      "DC88A34BF7E50FD8CDD6F9483B91 28,crc =  0x19dfeb 0x483b91 0x51e47a 112\n",
      "EF04192FFA90F81BE38970174E5F 28,crc =  0x7d5f9e 0x174e5f 0x6a11c1 112\n",
      "1A3BBC30ACC4E09BC7CCC870082D 28,crc =  0x25016d 0x70082d 0x550940 112\n",
      "6406CEC219CA03273240DAE5B44D 28,crc =  0xbb1bab 0xe5b44d 0x5eafe6 112\n",
      "4396424C58ABFBE43466AC6AF716 28,crc =  0x5414a4 0x6af716 0x3ee3b2 112\n",
      "5013E2529064FDA860C9314606D8 28,crc =  0x42b39a 0x4606d8 0x4b542 112\n",
      "B8F6CDB7DEE14844C9EA3DDC3AF6 28,crc =  0x1c3c6d 0xdc3af6 0xc0069b 112\n",
      "D1EB697D4312B86F13BC26318C54 28,crc =  0xf38d74 0x318c54 0xc20120 112\n",
      "FF589627C6D737531C1A14699174 28,crc =  0xc9fad2 0x699174 0xa06ba6 112\n",
      "D5A30ED92E19205F72CAEE635A7C 28,crc =  0x9163cb 0x635a7c 0xf239b7 112\n",
      "AE3FF0123E3EC6ADA5B1A901ED04 28,crc =  0xc08594 0x1ed04 0xc16890 112\n",
      "E81EA020BED54147F0B64EC08BB7 28,crc =  0xf6d0af 0xc08bb7 0x365b18 112\n",
      "7C43BB1AD7CD55F1C5FB8DFE5523 28,crc =  0xaba3e9 0xfe5523 0x55f6ca 112\n",
      "B5F3557C717EE37F9548D95636E4 28,crc =  0xb61119 0x5636e4 0xe027fd 112\n",
      "DBE05A672A57F9C4F2291D666CFE 28,crc =  0x96504e 0x666cfe 0xf03cb0 112\n",
      "3B9F32FC60937012FB28C248704E 28,crc =  0xf1e94b 0x48704e 0xb99905 112\n",
      "41C1EF71360AEFFD8767FBBCF2D4 28,crc =  0xc2de71 0xbcf2d4 0x7e2ca5 112\n",
      "7CBC1507EA429FC57D0B9AD73CDA 28,crc =  0xbf016d 0xd73cda 0x683db7 112\n",
      "62BCB125961F567463265E116531 28,crc =  0x468ae5 0x116531 0x57efd4 112\n",
      "5EB0C2E1DF75B8E4CF104B542D6D 28,crc =  0x5d6dfa 0x542d6d 0x94097 112\n",
      "4883B7DA9D7152CB5C217212CE49 28,crc =  0xa976 0x12ce49 0x12673f 112\n",
      "3ACBD5C03FF9F1C8CE5F43843160 28,crc =  0xa8bc02 0x843160 0x2c8d62 112\n",
      "18B01B18409A2A0F324CFF53CBC4 28,crc =  0x5a5a10 0x53cbc4 0x991d4 112\n",
      "24DAB370F8562D49215228361A67 28,crc =  0x11b6d6 0x361a67 0x27acb1 112\n",
      "C8A0111D0F42A010FBCF20F35F00 28,crc =  0xcc78c4 0xf35f00 0x3f27c4 112\n",
      "B3FC7697459CF654E306F5CA0FED 28,crc =  0x2ac12b 0xca0fed 0xe0cec6 112\n",
      "1F613C58F374BD469791CCC5E9A2 28,crc =  0x2041b 0xc5e9a2 0xc7edb9 112\n",
      "6B48103EFCE9BB94B750F83ECC5C 28,crc =  0x4c7143 0x3ecc5c 0x72bd1f 112\n",
      "381A397B2EDFA0EBBEE536A10EFC 28,crc =  0xd22900 0xa10efc 0x7327fc 112\n",
      "85CE01FD45956C4BF3E521444157 28,crc =  0xa69df2 0x444157 0xe2dca5 112\n",
      "98BCFA185083F062195AC2CA17FE 28,crc =  0x381ba0 0xca17fe 0xf20c5e 112\n",
      "841F8310CAD61650BFF09560A2A0 28,crc =  0x746770 0x60a2a0 0x14c5d0 112\n",
      "DD3BBEA10199B1336CE93A41B2CB 28,crc =  0x2a2ea0 0x41b2cb 0x6b9c6b 112\n",
      "CDB3A4E906CB2CEC6F735311B0B6 28,crc =  0xe38835 0x11b0b6 0xf23883 112\n",
      "A623616C6218D9344DAC3614571A 28,crc =  0xe03926 0x14571a 0xf46e3c 112\n",
      "9C30225B02C77AE754140A84FF95 28,crc =  0xbc2e01 0x84ff95 0x38d194 112\n",
      "E306751E45B56C665AD68E76D2EA 28,crc =  0x59934c 0x76d2ea 0x2f41a6 112\n",
      "F57C2D2F1E0EE3FFBF97B98E6783 28,crc =  0xfdebaf 0x8e6783 0x738c2c 112\n",
      "55115FF5B481D8E0FA5146F71737 28,crc =  0x332f9d 0xf71737 0xc438aa 112\n",
      "E0B41FDC69ADC04BD8B1B526383A 28,crc =  0x9514af 0x26383a 0xb32c95 112\n",
      "3210F00A60A52F3C472F9AE01AC3 28,crc =  0x30e466 0xe01ac3 0xd0fea5 112\n",
      "5EC330FF116D72AC6DCDDBD03831 28,crc =  0xb51a50 0xd03831 0x652261 112\n",
      "F908CA8B532C1A0E4F8C5011E0EC 28,crc =  0xbe9e6 0x11e0ec 0x1a090a 112\n",
      "7C02A6E2BDF4599F9DB3DAE79DBF 28,crc =  0x76001d 0xe79dbf 0x919da2 112\n",
      "9FA06540858ED4C8F3AB890418B3 28,crc =  0x1a0849 0x418b3 0x1e10fa 112\n",
      "F5DBD6547CCF30F6C087CF8274FE 28,crc =  0x14203a 0x8274fe 0x9654c4 112\n",
      "A17A9E7CADDD133D16409E03FC6C 28,crc =  0x418e6a 0x3fc6c 0x427206 112\n",
      "CA5BEE4CC3FDA0A46C23CEE8583F 28,crc =  0xe2369f 0xe8583f 0xa6ea0 112\n",
      "BA3349007B6B45DE3A651D5B488C 28,crc =  0xadcd09 0x5b488c 0xf68585 112\n",
      "6CC39621D6A8786B4F175144BDAB 28,crc =  0x70ad1b 0x44bdab 0x3410b0 112\n",
      "CC88DDE5681F20D5605E47E46F1B 28,crc =  0x4d2a60 0xe46f1b 0xa9457b 112\n",
      "19915F58E43F896AEEC5B851C72E 28,crc =  0xbaaafa 0x51c72e 0xeb6dd4 112\n",
      "761A9092534E3E516B16CE4F4B1A 28,crc =  0x5aa611 0x4f4b1a 0x15ed0b 112\n",
      "EA82BAD4A7AC4745396CECA48824 28,crc =  0x9e0860 0xa48824 0x3a8044 112\n",
      "D8CC586CA8177873863B0FBA72D9 28,crc =  0xc91add 0xba72d9 0x736804 112\n",
      "62C36540BBC39C31D87DD396CEE7 28,crc =  0xb1c0a3 0x96cee7 0x270e44 112\n",
      "D80BABA9122D24B07F2F1D1626ED 28,crc =  0xbeaaf3 0x1626ed 0xa88c1e 112\n",
      "8E59D701ED3EA4CA840033C08E58 28,crc =  0xa5bb67 0xc08e58 0x65353f 112\n",
      "9D701ED3EA4CA840033C08E58288 28,crc =  0x466672 0xe58288 0xa3e4fa 112\n",
      "7B95FC50CF4AEB3E0423E9AE2AEA 28,crc =  0x84151 0xae2aea 0xa66bbb 112\n",
      "5E495B5A93733826751A37AF7F8D 28,crc =  0x9fc624 0xaf7f8d 0x30b9a9 112\n",
      "8A6BA05D8D306C4A0BD263342F05 28,crc =  0x4250f 0x342f05 0x300a0a 112\n",
      "EEC4A428570C08AC7B49522AAC56 28,crc =  0xcd9017 0x2aac56 0xe73c41 112\n",
      "31C442492FE39789F56219220F06 28,crc =  0x6ed83b 0x220f06 0x4cd73d 112\n",
      "4DEF03F78094EDC5C51BBB17FF7F 28,crc =  0x91c555 0x17ff7f 0x863a2a 112\n",
      "63DAFA789292F2D6088A08DB4AFD 28,crc =  0x8b8b09 0xdb4afd 0x50c1f4 112\n",
      "F8747CF137DC8D1D0A7D981C7534 28,crc =  0xe9f0d2 0x1c7534 0xf585e6 112\n",
      "E25AE8AC9D8FB7A4B7C4EC96DDFC 28,crc =  0x46a7af 0x96ddfc 0xd07a53 112\n",
      "593B1F6F496F89D92DBBF861C8CA 28,crc =  0x39def 0x61c8ca 0x625525 112\n",
      "6EBF1CE92164491A3633155E6D14 28,crc =  0xf02e8a 0x5e6d14 0xae439e 112\n",
      "77BAE8790D7A209DAC77646A9828 28,crc =  0x9b69c2 0x6a9828 0xf1f1ea 112\n",
      "C3FCBE61269DB740858E2C6D2638 28,crc =  0x6243be 0x6d2638 0xf6586 112\n",
      "F3F0AEA23FAC2BF0B1E0F0E85BC6 28,crc =  0xec9080 0xe85bc6 0x4cb46 112\n",
      "1F54D27C0FE304CB077538904F73 28,crc =  0x11e82c 0x904f73 0x81a75f 112\n",
      "756C4AB384611579301D1E5CE971 28,crc =  0x3737fe 0x5ce971 0x6bde8f 112\n",
      "382DC11B26C43614C8F7BEAA138A 28,crc =  0xd17da8 0xaa138a 0x7b6e22 112\n",
      "B7046C9B10D85323DEFAA84E28FA 28,crc =  0xc23ac5 0x4e28fa 0x8c123f 112\n",
      "D0988D41F269B5EF7F95A0FC4D1D 28,crc =  0xbb237f 0xfc4d1d 0x476e62 112\n",
      "B45A49C9C7D184581BF18A0BB6EE 28,crc =  0xf19a3b 0xbb6ee 0xfa2cd5 112\n",
      "6917DE9617E71AFADAE9BBC23E37 28,crc =  0xf2f3e1 0xc23e37 0x30cdd6 112\n",
      "F4CEBFC20DD6B8B00714F2B91453 28,crc =  0xd59d60 0xb91453 0x6c8933 112\n",
      "D7F40A71ECF8BD59EFF8876E413E 28,crc =  0x69f15b 0x6e413e 0x7b065 112\n",
      "CCF2F8ABB382065E84D01DC40806 28,crc =  0x6fb9a6 0xc40806 0xabb1a0 112\n",
      "9D21EC3F800BA33380E9CE65AA9B 28,crc =  0x8d1169 0x65aa9b 0xe8bbf2 112\n",
      "6AD957CBA8E7A1417381467D3001 28,crc =  0xda3edf 0x7d3001 0xa70ede 112\n",
      "DC470BF8840CBEADAA30141E0E20 28,crc =  0xba3c4e 0x1e0e20 0xa4326e 112\n",
      "3BD84472859D60DB6531DC90B27A 28,crc =  0x2024b4 0x90b27a 0xb096ce 112\n",
      "308FAA8B082CC3A0DD6A2B80EBBB 28,crc =  0xed6846 0x80ebbb 0x6d83fd 112\n",
      "D1A6718B9F58F9BEA80E6E4E60BA 28,crc =  0xccbd49 0x4e60ba 0x82ddf3 112\n",
      "FF0A1A245B6ED10CA866D7C4F317 28,crc =  0x81fbb1 0xc4f317 0x4508a6 112\n",
      "4885632DEFC8B7039014FF98DA7F 28,crc =  0x738d03 0x98da7f 0xeb577c 112\n",
      "B991A800CC5A377AD56B6A7120CF 28,crc =  0x950363 0x7120cf 0xe423ac 112\n",
      "2E9C9BA08D329B7AA270F5AD8F6A 28,crc =  0xce6386 0xad8f6a 0x63ecec 112\n",
      "CF6A4ADAF8FBB01A370A143847A8 28,crc =  0xdf4a4f 0x3847a8 0xe70de7 112\n",
      "FFA232F7E5DDBA7B023BDF5DC47C 28,crc =  0xac6c55 0x5dc47c 0xf1a829 112\n",
      "8B92939FD488F66133915A34EDA7 28,crc =  0x55857d 0x34eda7 0x6168da 112\n",
      "A5A814207B8EAB96B350F6295328 28,crc =  0xc5b3e5 0x295328 0xece0cd 112\n",
      "7DB7BDBCAEBB90F89537DB40940D 28,crc =  0x155bf2 0x40940d 0x55cfff 112\n",
      "92565442CF850A29D00926E13FA1 28,crc =  0x6c3db5 0xe13fa1 0x8d0214 112\n",
      "7A8D5496CBEC65213B915E72901A 28,crc =  0x7ab54f 0x72901a 0x82555 112\n",
      "573A9F8BAC158058D39841BD9DAB 28,crc =  0x452d5 0xbd9dab 0xb9cf7e 112\n",
      "8D780524990876AD10B01695CA27 28,crc =  0xcb6238 0x95ca27 0x5ea81f 112\n",
      "7718A410FEB167C0AF32A6B30FF4 28,crc =  0xc1a199 0xb30ff4 0x72ae6d 112\n",
      "D7DF9773557B553A993337CC090B 28,crc =  0xd847d5 0xcc090b 0x144ede 112\n",
      "4D01E453624D7DBF32B1FC9C0EBD 28,crc =  0xd0e349 0x9c0ebd 0x4cedf4 112\n",
      "5F93E7B0099A9980947A2474CCDA 28,crc =  0x2fee25 0x74ccda 0x5b22ff 112\n",
      "75EAC66E25C4B3AE41C0CDC9AB8F 28,crc =  0xd071d4 0xc9ab8f 0x19da5b 112\n",
      "9D025312067CCEA4F5089E5EFAED 28,crc =  0x67d7a3 0x5efaed 0x392d4e 112\n",
      "EFAED46A8074486BE931A8D55CE3 28,crc =  0x124b09 0xd55ce3 0xc717ea 112\n",
      "19CAB9181042639F2D7D03BA0312 28,crc =  0xb7a5f9 0xba0312 0xda6eb 112\n",
      "869BC7FFDAB08F326DF49C4439CF 28,crc =  0xeb56fa 0x4439cf 0xaf6f35 112\n",
      "DCE107369410D5DF0DDADE8FB51C 28,crc =  0x2a3975 0x8fb51c 0xa58c69 112\n",
      "381799D4426FF7BF0213B2CC1216 28,crc =  0x15d53e 0xcc1216 0xd9c728 112\n",
      "660C910E5D89333DB2C733D7519F 28,crc =  0x553d59 0xd7519f 0x826cc6 112\n",
      "557DE9D7E2A13BFDC394936E4193 28,crc =  0x39d9aa 0x6e4193 0x579839 112\n",
      "89D1778772583E8707AECA345382 28,crc =  0x1adc6b 0x345382 0x2e8fe9 112\n",
      "39B9F373782FE89E41411AD354B5 28,crc =  0x148e0b 0xd354b5 0xc7dabe 112\n",
      "7F44F20A08D69AA5AF403F137DF0 28,crc =  0xc12abf 0x137df0 0xd2574f 112\n",
      "FA93B0503AC143CD3901F44ED0D0 28,crc =  0x8fc277 0x4ed0d0 0xc112a7 112\n",
      "CB373A2A844BAA57BD618C4DA01E 28,crc =  0xfa6114 0x4da01e 0xb7c10a 112\n",
      "163C94C19279AE275D69DF8D2F8D 28,crc =  0x157334 0x8d2f8d 0x985cb9 112\n",
      "B89D75A77E34BE34E030C15B49B5 28,crc =  0x18c4bf 0x5b49b5 0x438d0a 112\n",
      "7452A84EFD796A4B02853D556B02 28,crc =  0xd6619e 0x556b02 0x830a9c 112\n",
      "728213F609595A7A529032E1E0EC 28,crc =  0xfa107c 0xe1e0ec 0x1bf090 112\n",
      "E4AE2B17A6AB8EA857ED22CBCCEE 28,crc =  0xad46cb 0xcbccee 0x668a25 112\n",
      "78C983B9C81E290B145CB15FF64B 28,crc =  0x36d8e 0x5ff64b 0x5c9bc5 112\n",
      "7E833DF8B3D08D21D08C8130A66E 28,crc =  0x472a3b 0x30a66e 0x778c55 112\n",
      "E81072467D26BE164D798D8425C3 28,crc =  0x9ce51a 0x8425c3 0x18c0d9 112\n",
      "DB304E9A4CBAD54DE8135734AE43 28,crc =  0x665694 0x34ae43 0x52f8d7 112\n",
      "12A5599CFD9EB1BE4034CD1C3D23 28,crc =  0x1b58dd 0x1c3d23 0x765fe 112\n",
      "B3CAFEAD1493C7C6998D31A1B064 28,crc =  0x60aa0 0xa1b064 0xa7bac4 112\n",
      "32D5A43A451E8A87F9827B39945A 28,crc =  0x35ed47 0x39945a 0xc791d 112\n",
      "75684E7784CADB5E996B0642D4B4 28,crc =  0x84aecc 0x42d4b4 0xc67a78 112\n",
      "4AC38326F0A7A2BA2CDE8B194F08 28,crc =  0xaa163b 0x194f08 0xb35933 112\n",
      "3A79C496644B02D2AFCF46DDBE60 28,crc =  0xd275ad 0xddbe60 0xfcbcd 112\n",
      "7A957E68F4E8F4E64149987F658C 28,crc =  0x8f75dd 0x7f658c 0xf01051 112\n",
      "A5133457E2145FDB513A5017E355 28,crc =  0x7bbb37 0x17e355 0x6c5862 112\n",
      "CDD290422C4426B600396F8C3DBD 28,crc =  0x831a11 0x8c3dbd 0xf27ac 112\n",
      "C9A5D0C1C2A06CD4B36276780733 28,crc =  0xd4c433 0x780733 0xacc300 112\n",
      "99AD77AAF01EAE4F3B4290F7D108 28,crc =  0x2cd6fa 0xf7d108 0xdb07f2 112\n",
      "9A8B0CBC2F5F7DCA4625FBB4B7CA 28,crc =  0x6ca0d4 0xb4b7ca 0xd8171e 112\n",
      "6B6E954D094813DB9B906406058E 28,crc =  0xc293a7 0x6058e 0xc49629 112\n",
      "2AC5C4C0620DFB30CFDD379BBD8E 28,crc =  0x4b239 0x9bbd8e 0x9f0fb7 112\n",
      "7F36F04A49150304D4BF85DC2B55 28,crc =  0xa0ba7c 0xdc2b55 0x7c9129 112\n",
      "B5215C55C2693504CAC73E8C42FF 28,crc =  0x7e4731 0x8c42ff 0xf205ce 112\n",
      "DE2206E48E6B6655103C9ADA3D8C 28,crc =  0xc3fcdd 0xda3d8c 0x19c151 112\n",
      "D51952A38AD9BF4CA25C72DE1F3D 28,crc =  0xde6c73 0xde1f3d 0x734e 112\n",
      "9C3E66164F0EA635467C26E6DE3B 28,crc =  0xaf3d6a 0xe6de3b 0x49e351 112\n",
      "260E66DC1B321E72790247465107 28,crc =  0x9a20b5 0x465107 0xdc71b2 112\n",
      "46E4C41AA5CB8CE351799840115B 28,crc =  0xefd11a 0x40115b 0xafc041 112\n",
      "308022B74E54A272A57F30C70239 28,crc =  0x547808 0xc70239 0x937a31 112\n",
      "6100456E9CA944E54AFE618E0473 28,crc =  0x809488 0x8e0473 0xe90fb 112\n",
      "F99E8BA7F4E74A595AB09FC80902 28,crc =  0xac540d 0xc80902 0x645d0f 112\n",
      "DE2F6A0FB1B5422505EC704D699B 28,crc =  0xfba1e9 0x4d699b 0xb6c872 112\n",
      "CA22F03D669D6FF4F1D4117444C2 28,crc =  0xdc4d73 0x7444c2 0xa809b1 112\n",
      "3F92FC7BD52801B145EDDDD53FB7 28,crc =  0xc0f672 0xd53fb7 0x15c9c5 112\n",
      "3B66713F47B2B60A614765DCE10B 28,crc =  0x6d26ae 0xdce10b 0xb1c7a5 112\n",
      "FD1ECAD829851D9773842EC786E3 28,crc =  0x43fa3c 0xc786e3 0x847cdf 112\n",
      "ED7A3C1D2F283D34D96274457666 28,crc =  0xd59327 0x457666 0x90e541 112\n",
      "F7EA2AB6DF96C1213DD479F77141 28,crc =  0x1b6f69 0xf77141 0xec1e28 112\n",
      "4F31FA46AEE93E2C2E25DC304615 28,crc =  0x8f7c5d 0x304615 0xbf3a48 112\n",
      "BB8608C2BE1E4D80884C1D1A801A 28,crc =  0x361e78 0x1a801a 0x2c9e62 112\n",
      "66CF2BDBBA4D3CE50C1D35BB2ED3 28,crc =  0x6b915b 0xbb2ed3 0xd0bf88 112\n",
      "16D70292CC3590B6D80D46190201 28,crc =  0xc4a447 0x190201 0xdda646 112\n",
      "D26A1C51367F954B021EA283BDD5 28,crc =  0x2f7166 0x83bdd5 0xacccb3 112\n",
      "535DDBA6F67AF982D054E8AE1E88 28,crc =  0x9ead3a 0xae1e88 0x30b3b2 112\n",
      "82420219070FAD0A361FCDFE3D7A 28,crc =  0xfb9234 0xfe3d7a 0x5af4e 112\n",
      "35EFAA53D7232D6E1903B00D3223 28,crc =  0xdc49d0 0xd3223 0xd17bf3 112\n",
      "95DEB8448908323CD0EF42D526B6 28,crc =  0x6ce7b1 0xd526b6 0xb9c107 112\n",
      "7F58C9FD8027F81EE82AA274DCF6 28,crc =  0x2ab67f 0x74dcf6 0x5e6a89 112\n",
      "41AEC00179241C575629DAC8BA88 28,crc =  0x8fdcaa 0xc8ba88 0x476622 112\n",
      "3B591751104A3C19CEDADC0CD380 28,crc =  0x11e6c7 0xcd380 0x1d3547 112\n",
      "4C5EB8080DF8221C7A9DA4F42BE9 28,crc =  0xbb16cf 0xf42be9 0x4f3d26 112\n",
      "D9BF5E5ADF2FD4C64FB43E750AB6 28,crc =  0x554fd4 0x750ab6 0x204562 112\n",
      "24F1111CE023C0CEF34AAD0A5F10 28,crc =  0xfcf5cd 0xa5f10 0xf6aadd 112\n",
      "4A936DBD2CF49234CC41B15BD225 28,crc =  0xecc093 0x5bd225 0xb712b6 112\n",
      "4B58EDA23F14E01CEE5F22F550CE 28,crc =  0xc6ff6f 0xf550ce 0x33afa1 112\n",
      "450D561E429736F06AFC4BE5BFB0 28,crc =  0x6c8226 0xe5bfb0 0x893d96 112\n",
      "E9BCF83EFC72443122F1D61ED7F7 28,crc =  0x428fd8 0x1ed7f7 0x5c582f 112\n",
      "D7568BD9FAE8FD86F9264241BFC3 28,crc =  0xe326e1 0x41bfc3 0xa29922 112\n",
      "9DE7F18130AD56848079B11080A2 28,crc =  0xe1fe74 0x1080a2 0xf17ed6 112\n",
      "81981697C5D0C3515AF68F73F5ED 28,crc =  0x58479f 0x73f5ed 0x2bb272 112\n",
      "A5D0483F09C072BB3B0AED0D7377 28,crc =  0x3344b5 0xd7377 0x3e37c2 112\n",
      "6AABFA40E48CDE7B7292F74C921C 28,crc =  0x6f9a91 0x4c921c 0x23088d 112\n",
      "22FECD5DA4D8854E99F9F07394D0 28,crc =  0xd3e19 0x7394d0 0x7eaac9 112\n",
      "837BCA4FD0DC9679549CF39BBC6E 28,crc =  0x7dd6ca 0x9bbc6e 0xe66aa4 112\n",
      "9FA481F395D4662E0143DCF52354 28,crc =  0xd67114 0xf52354 0x235240 112\n",
      "26AE99AACBBD865B9134A9082709 28,crc =  0xb94e3e 0x82709 0xb16937 112\n",
      "D0938E6FBCEF3A406CD7E6F44E99 28,crc =  0x4c1ff5 0xf44e99 0xb8516c 112\n",
      "2E96C069B4DF25E572324E78A172 28,crc =  0xa4f562 0x78a172 0xdc5410 112\n",
      "EBA1C44D9705F5C02A36FE33AA64 28,crc =  0x8adb37 0x33aa64 0xb97153 112\n",
      "88B68D22A1502FCA44A394C74935 28,crc =  0xe5c06d 0xc74935 0x228958 112\n",
      "88103082B9410F98990D815AEED6 28,crc =  0x6d89f1 0x5aeed6 0x376727 112\n",
      "84B021C9D60863EC5EA20BD29E9F 28,crc =  0xea73d2 0xd29e9f 0x38ed4d 112\n",
      "D104734330949ECB134814368358 28,crc =  0xdbe5ea 0x368358 0xed66b2 112\n",
      "9FAF8AD03286A838F3EA8DC7634C 28,crc =  0x809599 0xc7634c 0x47f6d5 112\n",
      "2C396E9085EE385B30309C7A999A 28,crc =  0x114fef 0x7a999a 0x6bd675 112\n",
      "58436F15E731DF370B107C9CCC7A 28,crc =  0x18e972 0x9ccc7a 0x842508 112\n",
      "322C474E4E90E29F9F4D663A246D 28,crc =  0xfaf469 0x3a246d 0xc0d004 112\n",
      "3711C3D05EA273E6B74A6AA09A97 28,crc =  0xb1ddae 0xa09a97 0x114739 112\n",
      "135BB1A85BB80C3E254583D89ED5 28,crc =  0xf146a3 0xd89ed5 0x29d876 112\n",
      "F2A70B7ACB8CB076A46870498AE3 28,crc =  0xfd99c8 0x498ae3 0xb4132b 112\n",
      "8DA6FC44C3E58FA76502CE4B34FD 28,crc =  0x5bdb89 0x4b34fd 0x10ef74 112\n",
      "CD8AD921E172486A62ED661821B2 28,crc =  0xd5bbf3 0x1821b2 0xcd9a41 112\n",
      "5A21CBF47E7C72A5B60ACE6D2750 28,crc =  0x780f21 0x6d2750 0x152871 112\n",
      "53245BA87090E7CC4B3F402AC266 28,crc =  0x8d6c2c 0x2ac266 0xa7ae4a 112\n",
      "7F9A01B28A7EDAFEBAA3033F1FBD 28,crc =  0xc95db4 0x3f1fbd 0xf64209 112\n",
      "C238414EC7AEFCA087252BE3D10E 28,crc =  0x13c942 0xe3d10e 0xf0184c 112\n",
      "1632A2839A4928BE2CF335C4584E 28,crc =  0xe2232f 0xc4584e 0x267b61 112\n",
      "75A3FBFCDA453CDFA40AFC5E5710 28,crc =  0x865851 0x5e5710 0xd80f41 112\n",
      "31EB92DA85869E5B5DB8818326D0 28,crc =  0x174012 0x8326d0 0x9466c2 112\n",
      "AE6CFF3D3CD0AAC877BA1677B912 28,crc =  0x14072e 0x77b912 0x63be3c 112\n",
      "4A4D938F93E8670A71D321122AE7 28,crc =  0x1f113b 0x122ae7 0xd3bdc 112\n",
      "C9F4338538E990891573CC7D5171 28,crc =  0x63a70e 0x7d5171 0x1ef67f 112\n",
      "A6422455CF31F545C649D3586D13 28,crc =  0xc1a2f 0x586d13 0x54773c 112\n",
      "C70E40F4C956F4432DA295CF216F 28,crc =  0x59f2c 0xcf216f 0xcabe43 112\n",
      "501497E4001FB0BD87937EEB786B 28,crc =  0xc842fd 0xeb786b 0x233a96 112\n",
      "40E18B679DF4212695160D356379 28,crc =  0x69ff9e 0x356379 0x5c9ce7 112\n",
      "F3B3174905BD7F6981F1CF8A0C0A 28,crc =  0x9d4619 0x8a0c0a 0x174a13 112\n",
      "93AE7E8E20C16759260FEA8AF2B6 28,crc =  0x60cf2e 0x8af2b6 0xea3d98 112\n",
      "FD515E56C8CF1D288245660B4776 28,crc =  0xfcbdbe 0xb4776 0xf7fac8 112\n",
      "40C0E1637C2DED8E06ABE67AC38D 28,crc =  0xeb7051 0x7ac38d 0x91b3dc 112\n",
      "8D32E661898D1F609F56EBDBFD00 28,crc =  0x613e6e 0xdbfd00 0xbac36e 112\n",
      "AFCF761BF55E50E3A0165E85BD13 28,crc =  0x45598a 0x85bd13 0xc0e499 112\n",
      "5B084B357DC357332014422AF305 28,crc =  0xfd37c3 0x2af305 0xd7c4c6 112\n",
      "F3843357C2B12CF3E52300D0FF83 28,crc =  0xfbf72f 0xd0ff83 0x2b08ac 112\n",
      "731E1A71E0EBF9F145435F934073 28,crc =  0xba64de 0x934073 0x2924ad 112\n",
      "7BB5262067B0A4F705D6D03F6495 28,crc =  0x5cc226 0x3f6495 0x63a6b3 112\n",
      "5E030358D8D944145831058A19EC 28,crc =  0x6620 0x8a19ec 0x8a7fcc 112\n",
      "B8B90CC8D4AD6D52B8A5C3C31375 28,crc =  0x806302 0xc31375 0x437077 112\n",
      "32A12955AA2AE6F547D367545E8F 28,crc =  0xf4b399 0x545e8f 0xa0ed16 112\n",
      "CC9018B4D080348D11BB41163ED8 28,crc =  0x667e72 0x163ed8 0x7040aa 112\n",
      "F9CA88C9D4A6929D7F3A41545E17 28,crc =  0x477abc 0x545e17 0x1324ab 112\n",
      "B3EEFF818E75F3479F3436EC24B8 28,crc =  0x79bcfb 0xec24b8 0x959843 112\n",
      "DC33AEB39827AAA3948A4B0084B5 28,crc =  0x587abb 0x84b5 0x58fe0e 112\n",
      "19A9140889FE721844D99AA4F7D0 28,crc =  0x2b6cd1 0xa4f7d0 0x8f9b01 112\n",
      "E5E35DED7DEAAFFC066533C55FB7 28,crc =  0x344de8 0xc55fb7 0xf1125f 112\n",
      "220700F167695457FCCFCF371F49 28,crc =  0x72487e 0x371f49 0x455737 112\n",
      "1E2CED2A8AFF99F9E6E3E937DA61 28,crc =  0xd933a9 0x37da61 0xeee9c8 112\n",
      "6F7B8C7AE0964CD695F090D4F6A1 28,crc =  0xed6d4d 0xd4f6a1 0x399bec 112\n",
      "23F0AECB0D94F44DEAB4BA0376EB 28,crc =  0x474f1c 0x376eb 0x4439f7 112\n",
      "9FE0B2D199C7D3E4CB85F6CBF401 28,crc =  0xcb336f 0xcbf401 0xc76e 112\n",
      "3511E7BBE9886D93C25A957D81BA 28,crc =  0xb6fa0d 0x7d81ba 0xcb7bb7 112\n",
      "DD3017D68FA846D406487D60B9DA 28,crc =  0xea5d3 0x60b9da 0x6e1c09 112\n",
      "43C84596E1EC298A05AC70383F68 28,crc =  0x67d0e 0x383f68 0x3e4266 112\n",
      "707ED1DF546FBC9BFA75436C2D6C 28,crc =  0x451f16 0x6c2d6c 0x29327a 112\n",
      "884041D28771680A30E0A34D5E5C 28,crc =  0xbfe5b2 0x4d5e5c 0xf2bbee 112\n",
      "C523AF1712EB0683FBE39B564912 28,crc =  0x52a5d2 0x564912 0x4ecc0 112\n",
      "70F51A244CE389504CBBB5BE24DF 28,crc =  0x8e6cd1 0xbe24df 0x30480e 112\n",
      "C8E68C04D321B110AE4D943AAF97 28,crc =  0xe2a131 0x3aaf97 0xd80ea6 112\n",
      "A3D6401EEB876D79C788A2B2B07D 28,crc =  0x4388f7 0xb2b07d 0xf1388a 112\n",
      "D08411FE0D1B3BA1FD128E3E0F09 28,crc =  0xa92c36 0x3e0f09 0x97233f 112\n",
      "27865B87E218F8611D4AE1713AF9 28,crc =  0xd44a7 0x713af9 0x7c7e5e 112\n",
      "C98ADCDB0875701E0FC3A47BB5DA 28,crc =  0xf452f5 0x7bb5da 0x8fe72f 112\n",
      "B552301D72F21765079683F649EF 28,crc =  0x56b9dd 0xf649ef 0xa0f032 112\n",
      "4994AC96507DAA52FC5091F0FD75 28,crc =  0x46815e 0xf0fd75 0xb67c2b 112\n",
      "6FD7FDDEDF9C177D7F91CC290C5D 28,crc =  0xc9a7df 0x290c5d 0xe0ab82 112\n",
      "7B7E705DF5FE4730A4317434BFE5 28,crc =  0x8087cd 0x34bfe5 0xb43828 112\n",
      "BBA02307029AA1E6D6336F0036A3 28,crc =  0x1b6716 0x36a3 0x1b51b5 112\n",
      "24DFDB68480D2C47A97B71A98A4E 28,crc =  0x9b28a 0xa98a4e 0xa038c4 112\n",
      "68C564E7FB0CB480A31C2E7883A0 28,crc =  0x783ff5 0x7883a0 0xbc55 112\n",
      "883A0C531C00B7BFFD2F6EE98ADC 28,crc =  0x91d1c2 0xe98adc 0x785b1e 112\n",
      "E435E859E802C6360F94DC4DC43D 28,crc =  0x82e373 0x4dc43d 0xcf274e 112\n",
      "884E54A19F44F9452F9FF678587B 28,crc =  0x85b0ff 0x78587b 0xfde884 112\n",
      "A82DF9448FE0A7A7C07CE4FE7427 28,crc =  0xb9d6d 0xfe7427 0xf5e94a 112\n",
      "7AE1280B0755116E9862418BEE32 28,crc =  0xb23035 0x8bee32 0x39de07 112\n",
      "FC6C8E925B492AD4687F6E78D933 28,crc =  0xc0aaf5 0x78d933 0xb873c6 112\n",
      "19170F7E734D025C560A88706545 28,crc =  0xff4f7c 0x706545 0x8f2a39 112\n",
      "647492DA4956A343FB73C6C99B0A 28,crc =  0x3fe9da 0xc99b0a 0xf672d0 112\n",
      "E9DB73DD28190311770903FF034C 28,crc =  0x3ffe71 0xff034c 0xc0fd3d 112\n",
      "39F502E3910348D30D2523488CC4 28,crc =  0xe8f1be 0x488cc4 0xa07d7a 112\n",
      "4948D223310B0DF138C6C69F3DF2 28,crc =  0x7632a6 0x9f3df2 0xe90f54 112\n",
      "620C38702C4281881120BBC1DDFC 28,crc =  0xc41ab3 0xc1ddfc 0x5c74f 112\n",
      "716A7A8142226EE83A9DBAFFCEDC 28,crc =  0x35a139 0xffcedc 0xca6fe5 112\n",
      "B082623559A621BD72A6F9D1954E 28,crc =  0x50098c 0xd1954e 0x819cc2 112\n",
      "1FBF656481F109793906F05725FF 28,crc =  0x6d9e21 0x5725ff 0x3abbde 112\n",
      "4B6D24F2D781D40F23982CE534BE 28,crc =  0xcf8ecd 0xe534be 0x2aba73 112\n",
      "14D42E907EF66BFA88552EC6DE79 28,crc =  0xe23171 0xc6de79 0x24ef08 112\n",
      "218837042A557DAC25E5DDCB802F 28,crc =  0xb8fca3 0xcb802f 0x737c8c 112\n",
      "C017DA5BC743A1514C2A7F044DEE 28,crc =  0x794ba3 0x44dee 0x7d064d 112\n",
      "C9E3989D37C54ABF8F0078FBAE7B 28,crc =  0xb0225 0xfbae7b 0xf0ac5e 112\n",
      "C41D0BC8C88369322C4C88A0947F 28,crc =  0x4e0c8a 0xa0947f 0xee98f5 112\n",
      "BC7D1213F65C803F7C9F412E920C 28,crc =  0x81e8b4 0x2e920c 0xaf7ab8 112\n",
      "3BE24ADDB41F9C585D8037B2A8C7 28,crc =  0x711657 0xb2a8c7 0xc3be90 112\n",
      "D60744E6C4E1130F2F804C8ACC90 28,crc =  0x8e9dc9 0x8acc90 0x45159 112\n",
      "5EE1DD12E7452C9C6E2389383DF4 28,crc =  0xddb9e1 0x383df4 0xe58415 112\n",
      "349EE81365329B2B486D3F80A363 28,crc =  0xd9bf80 0x80a363 0x591ce3 112\n",
      "7C95187537D2696CC8D17A2AA2BC 28,crc =  0x5036e0 0x2aa2bc 0x7a945c 112\n",
      "DA7479D36B78D969D6F0E731C90C 28,crc =  0x9f73d8 0x31c90c 0xaebad4 112\n",
      "E6DAECBFF318219B37CD1CE8891D 28,crc =  0x587065 0xe8891d 0xb0f978 112\n",
      "8E7A714BC22439E800504EB16EF8 28,crc =  0x5e99d8 0xb16ef8 0xeff720 112\n",
      "A390EFC075508D467330282D8457 28,crc =  0x5a0558 0x2d8457 0x77810f 112\n",
      "4D2FAD312B33C703E1CB99A8F844 28,crc =  0x24566f 0xa8f844 0x8cae2b 112\n",
      "A1C0AD7D3870DE8EFAD0890BCDED 28,crc =  0xa59851 0xbcded 0xae55bc 112\n",
      "C05A00AE56915D5FF4CC997A0723 28,crc =  0x3f2fdd 0x7a0723 0x4528fe 112\n",
      "56599BCE376FC78B7E41A1E79881 28,crc =  0x544ce7 0xe79881 0xb3d466 112\n",
      "C1472B25A94969118DF02C223013 28,crc =  0xe855f0 0x223013 0xca65e3 112\n",
      "FC6A2ACDD71FAD54FAFD956F6CE9 28,crc =  0x4cd44f 0x6f6ce9 0x23b8a6 112\n",
      "68B6256D4508995C36A9F1F581E1 28,crc =  0xf50efa 0xf581e1 0x8f1b 112\n",
      "DB250985DFF8E5203C7AEA92BFAA 28,crc =  0x9403ce 0x92bfaa 0x6bc64 112\n",
      "19887517DB2A73C4547D1833D37E 28,crc =  0xd031b7 0x33d37e 0xe3e2c9 112\n",
      "28000180517DDD7865CB52FF7A65 28,crc =  0x80dc4d 0xff7a65 0x7fa628 112\n",
      "135EE39D0A83E6932108F762D9AD 28,crc =  0x1c8f03 0x62d9ad 0x7e56ae 112\n",
      "B3AA3017C248395341129FE7E921 28,crc =  0xf87883 0xe7e921 0x1f91a2 112\n",
      "BF5E9BD962BE4CC86F130EA5A124 28,crc =  0xd304ed 0xa5a124 0x76a5c9 112\n",
      "219B1BA9D5AEF90963DE2F75AF9E 28,crc =  0x328eca 0x75af9e 0x472154 112\n",
      "2407DEFF7863324477B3AACC33F7 28,crc =  0xb2907f 0xcc33f7 0x7ea388 112\n",
      "54EEEA8C130141AA47C56D742F6E 28,crc =  0x94bf0a 0x742f6e 0xe09064 112\n",
      "85763E23F9561D3146CF4A9E6AB5 28,crc =  0x2faa85 0x9e6ab5 0xb1c030 112\n",
      "CCEA0912CB0D9601AEBA9FECEAFB 28,crc =  0x32de8f 0xeceafb 0xde3474 112\n",
      "108234E1396536134642E5F852C8 28,crc =  0xc01c0b 0xf852c8 0x384ec3 112\n",
      "BCAC686C3FF21E9F17B89252A074 28,crc =  0x91578a 0x52a074 0xc3f7fe 112\n",
      "7958D0D87FE43D3E2F7124A540E9 28,crc =  0x796ec6 0xa540e9 0xdc2e2f 112\n",
      "A4582336CD0FE72B1322918C8E51 28,crc =  0x9a24dc 0x8c8e51 0x16aa8d 112\n",
      "A43F5F9A9B4FE8EF614E8E329A17 28,crc =  0xb74e2b 0x329a17 0x85d43c 112\n",
      "46EC1637285F335EFF1C0F167D6C 28,crc =  0xe924e9 0x167d6c 0xff5985 112\n",
      "6541438D2AAB398821EA24DBF055 28,crc =  0x30961e 0xdbf055 0xeb664b 112\n",
      "9C114FAA3690F893890B77B0EB47 28,crc =  0xa02bc2 0xb0eb47 0x10c085 112\n",
      "1C33F5C9246E1F457C8D75499FA4 28,crc =  0x244b1a 0x499fa4 0x6dd4be 112\n",
      "D1332851948527F2677B1CA54EA2 28,crc =  0xfe2e88 0xa54ea2 0x5b602a 112\n",
      "5B3373E069ECF97FF8321396E130 28,crc =  0xe446b8 0x96e130 0x72a788 112\n",
      "D6C390D22A7DBE8D9BADC97EE011 28,crc =  0x14b73b 0x7ee011 0x6a572a 112\n",
      "30EB7C0EA3793F19C997B428BAF9 28,crc =  0x30fc9f 0x28baf9 0x184666 112\n",
      "812CE1A825EB7DED01FBD17CD9D3 28,crc =  0xdb1041 0x7cd9d3 0xa7c992 112\n",
      "EA9A2B78E564A4BD1DCC001FF8AD 28,crc =  0xfa6788 0x1ff8ad 0xe59f25 112\n",
      "BE8D215036C208335431DD52C67B 28,crc =  0x82df00 0x52c67b 0xd0197b 112\n",
      "20C01078C1908674FCA925AF2475 28,crc =  0x5aca04 0xaf2475 0xf5ee71 112\n",
      "8C04BAE93BD8102C4DB9F9B57B33 28,crc =  0x3b45d0 0xb57b33 0x8e3ee3 112\n",
      "92FFA9280F03D32C1131802325C5 28,crc =  0x21deab 0x2325c5 0x2fb6e 112\n",
      "8FB0A9AEB0E71455AE111FB95677 28,crc =  0x181338 0xb95677 0xa1454f 112\n",
      "20E9A1D452F601A7CD39BC4FB07A 28,crc =  0xeb0916 0x4fb07a 0xa4b96c 112\n",
      "B2E9568ABFE9C84164EC4559480A 28,crc =  0x8fa038 0x59480a 0xd6e832 112\n",
      "8B06420D27EAF39ABDF78AF51879 28,crc =  0x3d7c4f 0xf51879 0xc86436 112\n",
      "B6EA1802679B94482AF02F667129 28,crc =  0x6924b9 0x667129 0xf5590 112\n",
      "D29CA27F5161E3D22E3477B7FDA3 28,crc =  0x433b5b 0xb7fda3 0xf4c6f8 112\n",
      "A9880D2E7A4EEF867E35F6791087 28,crc =  0x35f0ab 0x791087 0x4ce02c 112\n",
      "116D22EAFBA10431894D7929CBC7 28,crc =  0x4eb38b 0x29cbc7 0x67784c 112\n",
      "3933A680CE4BFE4C95608749B83A 28,crc =  0x10e409 0x49b83a 0x595c33 112\n",
      "538B81B9F6DBD3A841C7FA0FE159 28,crc =  0x19b10e 0xfe159 0x165057 112\n",
      "A7170373EDB7A750838FF41FC2B3 28,crc =  0xdcb3ef 0x1fc2b3 0xc3715c 112\n",
      "F9A3BE4217731A107E350FD5AF87 28,crc =  0xe5d8ef 0xd5af87 0x307768 112\n",
      "71FC4CD09CA2FEF78AA518A3D16A 28,crc =  0x6a87ae 0xa3d16a 0xc956c4 112\n",
      "B049823C507ADE22492BB8FBD230 28,crc =  0x266e24 0xfbd230 0xddbc14 112\n",
      "AEFAF05BFEF61F0001CA23F792F2 28,crc =  0xa1934e 0xf792f2 0x5601bc 112\n",
      "74A41523A5AB2BD6A0AF75CB434F 28,crc =  0x660dd8 0xcb434f 0xad4e97 112\n",
      "265ADB9B81FC3A9FEF3E262804D7 28,crc =  0xa37a8a 0x2804d7 0x8b7e5d 112\n",
      "5AC95B1B8BC84FFED45400D82F7F 28,crc =  0x9b3cda 0xd82f7f 0x4313a5 112\n",
      "76DFAB3539F8498B19E403B4718B 28,crc =  0xd6b280 0xb4718b 0x62c30b 112\n",
      "DD50600A1AE664AF135B983691F1 28,crc =  0x28443 0x3691f1 0x3415b2 112\n",
      "232A132DC24E53AA51DFE178CD73 28,crc =  0x70c0eb 0x78cd73 0x80d98 112\n",
      "4E53AA51DFE178CD73E1B856ABC5 28,crc =  0x14b46 0x56abc5 0x57e083 112\n",
      "BC77B13F2532A9F1D250F9730FC6 28,crc =  0xed6faa 0x730fc6 0x9e606c 112\n",
      "CC3F1AE0E336EC64A01354ECADB3 28,crc =  0xb21db2 0xecadb3 0x5eb001 112\n",
      "8A6CF79F072CE34615869CC69038 28,crc =  0x759eb0 0xc69038 0xb30e88 112\n",
      "9D186BF2CF8DABAADE5F22B398C4 28,crc =  0x14bbd9 0xb398c4 0xa7231d 112\n",
      "202A541C7FBE02C1D2723428BC00 28,crc =  0xd0a7db 0x28bc00 0xf81bdb 112\n",
      "2C1D2723428BC00AF154D1930BF4 28,crc =  0xacbe1 0x930bf4 0x99c015 112\n",
      "31094CDF68C31F965AB3455C79C2 28,crc =  0x3f90e5 0x5c79c2 0x63e927 112\n",
      "62F6180935E3C83D47C6CFD50279 28,crc =  0x7423e3 0xd50279 0xa1219a 112\n",
      "9DBEC7474FB1817C48EB124CEF18 28,crc =  0xeb4350 0x4cef18 0xa7ac48 112\n",
      "B4ADE634DA99FDD17FB2BCC61822 28,crc =  0x3c6ed4 0xc61822 0xfa76f6 112\n",
      "F42A220F1AE3906CFEAD1BA1D1AE 28,crc =  0x8ef908 0xa1d1ae 0x2f28a6 112\n",
      "B14BD7F95320B952E2FB4D5F7C69 28,crc =  0x6f96 0x5f7c69 0x5f13ff 112\n",
      "5BABCC122BE669D0A70CC68D2BD4 28,crc =  0xc64546 0x8d2bd4 0x4b6e92 112\n",
      "3411D3657D26D1B0394896FF2A0E 28,crc =  0xa646fa 0xff2a0e 0x596cf4 112\n",
      "225BFCA83B3893A0A0EC6A6F96FE 28,crc =  0x3fb89e 0x6f96fe 0x502e60 112\n",
      "A9507F72C0D2AE148EDF8BFAC86E 28,crc =  0x92c7ec 0xfac86e 0x680f82 112\n",
      "B74A78AFA2721DA505D79D76FE97 28,crc =  0x3fff2f 0x76fe97 0x4901b8 112\n",
      "10AFD8E3BD4D359F8B5E7806361E 28,crc =  0x8b78f4 0x6361e 0x8d4eea 112\n",
      "AA21A8A1CE594AC223ABC59AEFDB 28,crc =  0xd7047 0x9aefdb 0x979f9c 112\n",
      "92B4941B41CE2F29B0D8830F9D0C 28,crc =  0x65a224 0xf9d0c 0x6a3f28 112\n",
      "32859ECF75E98B908632515B7955 28,crc =  0x4f44e7 0x5b7955 0x143db2 112\n",
      "2EDBB9C22489794F069A887C4B44 28,crc =  0xb433c2 0x7c4b44 0xc87886 112\n",
      "AE42956343FA5191AA81E8E49792 28,crc =  0x5cfdf2 0xe49792 0xb86a60 112\n",
      "BDBF77E7531026BE661304FB70AF 28,crc =  0x7827b2 0xfb70af 0x83571d 112\n",
      "C63259F56A58DC8625AD38A0A717 28,crc =  0x90bd6c 0xa0a717 0x301a7b 112\n",
      "AD2819652C01FF82CD999FD73F59 28,crc =  0xf4915a 0xd73f59 0x23ae03 112\n",
      "C8A28AA0D76577AF279F61A5A81E 28,crc =  0x3f20a 0xa5a81e 0xa65a14 112\n",
      "89B15E02BD52BC7B18388680929B 28,crc =  0x7d6b7c 0x80929b 0xfdf9e7 112\n",
      "59DC9F5DBFD61C2B7FB2EAA18EF0 28,crc =  0x81722 0xa18ef0 0xa999d2 112\n",
      "E566181D898BAB20BFA5523BDBEA 28,crc =  0x868abf 0x3bdbea 0xbd5155 112\n",
      "69AB187FE20C4560231D3AE42798 28,crc =  0x7cc2fd 0xe42798 0x98e565 112\n",
      "8A8BA1A06F61A6774DC013C69705 28,crc =  0x4117ed 0xc69705 0x8780e8 112\n",
      "4CEE9B80278D2E0B622CB2FB8B43 28,crc =  0xc94f5d 0xfb8b43 0x32c41e 112\n",
      "5965F716866AA98324955EBFA07B 28,crc =  0xd33a88 0xbfa07b 0x6c9af3 112\n",
      "C2EB1B0F288BCE7ECE1140B55B19 28,crc =  0xd29194 0xb55b19 0x67ca8d 112\n",
      "57D66C8153D865542FE7AF2E4DF7 28,crc =  0xc4ad99 0x2e4df7 0xeae06e 112\n",
      "FA9DBA4B74E7CF395D1F20EBAD63 28,crc =  0x792c08 0xebad63 0x92816b 112\n",
      "702473E46660989C76D72E1A90C0 28,crc =  0xc94ddd 0x1a90c0 0xd3dd1d 112\n",
      "A9C58F94BBB1183182ADF99526E1 28,crc =  0x27e435 0x9526e1 0xb2c2d4 112\n",
      "C7CA5DD88C18C156FCCA9370C46D 28,crc =  0x58dd34 0x70c46d 0x281959 112\n",
      "7093ED8F68F848D8FD4D969CD29F 28,crc =  0x51be49 0x9cd29f 0xcd6cd6 112\n",
      "1FAA439137F7EE625AA2428340E7 28,crc =  0x573ba9 0x8340e7 0xd47b4e 112\n",
      "D4487F12E41476777999939D4F01 28,crc =  0xf73290 0x9d4f01 0x6a7d91 112\n",
      "664AF8D6703857A695D774759981 28,crc =  0x8dc837 0x759981 0xf851b6 112\n",
      "148A4B8405824570E523022CBE4E 28,crc =  0xb4f234 0x2cbe4e 0x984c7a 112\n",
      "8D29D313083DAD301077F84E3D95 28,crc =  0x7459f8 0x4e3d95 0x3a646d 112\n",
      "9B7745E87FA08F469181DF68B3E9 28,crc =  0xa350ad 0x68b3e9 0xcbe344 112\n",
      "7E1F3BA97E1CB6CAE7084F0DBFF7 28,crc =  0x79db9d 0xdbff7 0x74646a 112\n",
      "3FF3A9B761A8A0ED4F51D6A2B31F 28,crc =  0xc93f07 0xa2b31f 0x6b8c18 112\n",
      "26AF84F0B1E41F27398014DB0609 28,crc =  0x239531 0xdb0609 0xf89338 112\n",
      "E730029B60C123E5291404AA881E 28,crc =  0x400ceb 0xaa881e 0xea84f5 112\n",
      "291404AA881EDC0B020E263F9755 28,crc =  0xaa1aed 0x3f9755 0x958db8 112\n",
      "7FCF360D4DF60B15C9C292ABFC1E 28,crc =  0xa15747 0xabfc1e 0xaab59 112\n",
      "6529BDCD4A0CB1429F1FA9C367B4 28,crc =  0xbefba6 0xc367b4 0x7d9c12 112\n",
      "BE2435253457DD18EA5656BAB5E4 28,crc =  0x57cabc 0xbab5e4 0xed7f58 112\n",
      "6BF84654931E3F09B9AF4B17C2EF 28,crc =  0xb78346 0x17c2ef 0xa041a9 112\n",
      "6E9EBA03DC1D749DAE1BC9A1F7E8 28,crc =  0x308699 0xa1f7e8 0x917171 112\n",
      "D0FBF44F8B09EDBFCEE3FDA2AB7A 28,crc =  0x38bab 0xa2ab7a 0xa120d1 112\n",
      "5DDFC01C94BC8B85A462028E30DD 28,crc =  0xe00d64 0x8e30dd 0x6e3db9 112\n",
      "104EEB2EFFEAFD36DFB03E2DB686 28,crc =  0x18fb88 0x2db686 0x354d0e 112\n",
      "D1625D2F4C2CF5D6FD4A7168335F 28,crc =  0x134fd1 0x68335f 0x7b7c8e 112\n",
      "C4A46FCADCFD351EB62A0B3D3185 28,crc =  0x4fc82 0x3d3185 0x39cd07 112\n",
      "23968581BD43F6D683D93538AAD2 28,crc =  0xa4fe0d 0x38aad2 0x9c54df 112\n",
      "4127C59FBD9C22A536EFBE03026D 28,crc =  0x78b9e3 0x3026d 0x7bbb8e 112\n",
      "2D3BA03993E29C56BE51FE505E78 28,crc =  0x1da826 0x505e78 0x4df65e 112\n",
      "339BA5F772647DDAFE6279BA765C 28,crc =  0x948cf0 0xba765c 0x2efaac 112\n",
      "279BA765CB200467449E50B1AD30 28,crc =  0x149e45 0xb1ad30 0xa53375 112\n",
      "524A8A56A0984D0636FC16E9CC21 28,crc =  0x950f92 0xe9cc21 0x7cc3b3 112\n",
      "DB7C2B0BD22E3809B4F9A39462C6 28,crc =  0x6db28f 0x9462c6 0xf9d049 112\n",
      "27047BAD14D9A1D5B54149FA6EA6 28,crc =  0x9a7960 0xfa6ea6 0x6017c6 112\n",
      "B2DBFFFCA22F837B91EC19706F87 28,crc =  0x473abd 0x706f87 0x37553a 112\n",
      "DA83BAC74EF1093749FE87B5EEA1 28,crc =  0x6d3150 0xb5eea1 0xd8dff1 112\n",
      "9FF01496FE5B2AAFFE09275DA49E 28,crc =  0x4c86d2 0x5da49e 0x11224c 112\n",
      "7FD3B7D7B0A75B410F22813D0FBC 28,crc =  0x3b3da 0x3d0fbc 0x3ebc66 112\n",
      "3ECBA49DBDF1BA6B0D13A9895B19 28,crc =  0xac0ceb 0x895b19 0x2557f2 112\n",
      "890B652C5B92F374954E62420A10 28,crc =  0xc6877a 0x420a10 0x848d6a 112\n",
      "B5386FE097ED98A8EF5D7BF9711E 28,crc =  0x4f3810 0xf9711e 0xb6490e 112\n",
      "2FDB3151DEBAF7F2E23C21C03DEF 28,crc =  0x453ab5 0xc03def 0x85075a 112\n",
      "148204A9EE9BE5D4B2E5358599DE 28,crc =  0xc79ff4 0x8599de 0x42062a 112\n",
      "92852B14F23F284A93DBA1BFBD2A 28,crc =  0xca1a7 0xbfbd2a 0xb31c8d 112\n",
      "77DBC47ADD0A918A84D85D899F0B 28,crc =  0x130131 0x899f0b 0x9a9e3a 112\n",
      "799DC0F3FC1AE632E28787375D3B 28,crc =  0x9816ef 0x375d3b 0xaf4bd4 112\n",
      "6C61B3891179C40538CA0CEA5F7C 28,crc =  0x21a0aa 0xea5f7c 0xcbffd6 112\n",
      "6EB5E77C3EC2C64056129F36F8AD 28,crc =  0x100179 0x36f8ad 0x26f9d4 112\n",
      "18402A12C0696007D4FE884A897A 28,crc =  0xcbfbd0 0x4a897a 0x8172aa 112\n",
      "23F6A2589EC70C7D165CF98A0614 28,crc =  0x2e90ff 0x8a0614 0xa496eb 112\n",
      "D165CF98A0614BDA583B54D9B314 28,crc =  0x753407 0xd9b314 0xac8713 112\n",
      "A4AF56C030CF8F2583EDCAC8EC99 28,crc =  0xbc3598 0xc8ec99 0x74d901 112\n",
      "98437260E55870E85ADE9D9F2185 28,crc =  0x6f9200 0x9f2185 0xf0b385 112\n",
      "6EAAD6CD3AFA3CAD3205717BD61F 28,crc =  0x1ae170 0x7bd61f 0x61376f 112\n",
      "AE42BF434246700B45E5BAFDA2B9 28,crc =  0x541262 0xfda2b9 0xa9b0db 112\n",
      "F25C7EF9050D1CFEA660392947D2 28,crc =  0xa86541 0x2947d2 0x812293 112\n",
      "524F9D7C3AA81E2D1B8A510600D1 28,crc =  0xe9df56 0x600d1 0xefdf87 112\n",
      "64BC98F1038755EAC9C3397B0FFB 28,crc =  0x2700b4 0x7b0ffb 0x5c0f4f 112\n",
      "C3BA685A986E49DCACC455D8014A 28,crc =  0xcb30d8 0xd8014a 0x133192 112\n",
      "8328235B32B34EBDB46C33B349B1 28,crc =  0x45a46d 0xb349b1 0xf6eddc 112\n",
      "2F14E27C1969F3C82EDB289E8C17 28,crc =  0xcc7b82 0x9e8c17 0x52f795 112\n",
      "3C51CA4F6B8D0A28E674265BEB04 28,crc =  0x236026 0x5beb04 0x788b22 112\n",
      "3E0732BA8C1EB6A5ACE73C74B4BC 28,crc =  0xa22388 0x74b4bc 0xd69734 112\n",
      "B5E046C5955F09D3161AE110FD9B 28,crc =  0xfb1b7 0x10fd9b 0x1f4c2c 112\n",
      "2F3BA8FDA2F6776C9FA7BB3243B2 28,crc =  0x33fe78 0x3243b2 0x1bdca 112\n",
      "84DE5D639FBFB50D589DC6BE35BA 28,crc =  0xfcf554 0xbe35ba 0x42c0ee 112\n",
      "78834CF98A5C675842051CB61940 28,crc =  0x2b3b14 0xb61940 0x9d2254 112\n",
      "EFFE14848AAD19C0CBDC8685A835 28,crc =  0xb9d3b9 0x85a835 0x3c7b8c 112\n",
      "2B356D192F8BAA259A269B6BF563 28,crc =  0x20891c 0x6bf563 0x4b7c7f 112\n",
      "A1543D283F0E27DCFAF5666D3B60 28,crc =  0xb729eb 0x6d3b60 0xda128b 112\n",
      "DC948DF368BB610D971D57C8A2F4 28,crc =  0x305557 0xc8a2f4 0xf8f7a3 112\n",
      "A11AAFABA14435EF0690C3A5363E 28,crc =  0xd6ed62 0xa5363e 0x73db5c 112\n",
      "D2E03BDBE7BCF126BD0DD983EE01 28,crc =  0x5dabc5 0x83ee01 0xde45c4 112\n",
      "F3A08AEBA550C9A6BAFB96EE449C 28,crc =  0xf44543 0xee449c 0x1a01df 112\n",
      "3E8044B50CCEAFFBC646FA219C78 28,crc =  0xd37f41 0x219c78 0xf2e339 112\n",
      "EDD63DD1DEC5B85E90EBA98611FD 28,crc =  0xa2d6 0x8611fd 0x86b32b 112\n",
      "48C7BCC8ED304D06CE22F4BF4170 28,crc =  0x3c8b9d 0xbf4170 0x83caed 112\n",
      "B53790B8D91B28DE4FEDB5E89BEB 28,crc =  0x22ad13 0xe89beb 0xca36f8 112\n",
      "EFAFE8EEA15283B28A84715B922C 28,crc =  0xd0d94f 0x5b922c 0x8b4b63 112\n",
      "A2222AA9E264D3D072E6FEE8FD0C 28,crc =  0xd38197 0xe8fd0c 0x3b7c9b 112\n",
      "C2EF29E9052025C0AD68F51081A2 28,crc =  0x22bb8c 0x1081a2 0x323a2e 112\n",
      "BFBFFA627561407668BEB7C826C3 28,crc =  0x9e1b3c 0xc826c3 0x563dff 112\n",
      "2688893E551060C3755E15986F00 28,crc =  0xa5c962 0x986f00 0x3da662 112\n",
      "D3C8A653F6147DA373634C147E54 28,crc =  0x272c79 0x147e54 0x33522d 112\n",
      "3F2222BC04ED0A4EEB48FF0CABE4 28,crc =  0x3d6ffb 0xcabe4 0x31c41f 112\n",
      "7FCB89075773681C45AC72C66C6C 28,crc =  0x56b62c 0xc66c6c 0x90da40 112\n",
      "70DC6DCCB254303F9D8DBE68183F 28,crc =  0x1ebef6 0x68183f 0x76a6c9 112\n",
      "2A48B2B6E7B2E87B847E2A210AF0 28,crc =  0xeca258 0x210af0 0xcda8a8 112\n",
      "8EF535BBC99F1105EF30FD3241DC 28,crc =  0x3c943e 0x3241dc 0xed5e2 112\n",
      "2C3999171F1EA668651D5EDADE61 28,crc =  0x978c70 0xdade61 0x4d5211 112\n",
      "356A1CD284EAB9CC442381F04B33 28,crc =  0xe0e4f1 0xf04b33 0x10afc2 112\n",
      "3442CCDC096DF976AB0A8650815F 28,crc =  0xa6e855 0x50815f 0xf6690a 112\n",
      "23E78D8F67AB7FF5C583153A70EA 28,crc =  0xd464 0x3a70ea 0x3aa48e 112\n",
      "83153A70EADC436E3E9439B043FD 28,crc =  0x7364c4 0xb043fd 0xc32739 112\n",
      "2248FDD7D97CC861272F71B1AEE2 28,crc =  0x6e69bd 0xb1aee2 0xdfc75f 112\n",
      "5D1F370F18C970721A7340392DC5 28,crc =  0xe559af 0x392dc5 0xdc746a 112\n",
      "C869CD00E4B7171A5C866AABD27D 28,crc =  0xb32abd 0xabd27d 0x18f8c0 112\n",
      "E34B90CD557A4FBABDF28EC4AF25 28,crc =  0xefc32d 0xc4af25 0x2b6c08 112\n",
      "AF67A4B972D7519F30C762644331 28,crc =  0xb3611b 0x644331 0xd7222a 112\n",
      "106C017E2169A17DDE7B2F0B2781 28,crc =  0xff136e 0xb2781 0xf434ef 112\n",
      "8BCB3DDBD18EB7CCDA735364E192 28,crc =  0xadee0 0x64e192 0x6e3f72 112\n",
      "9EEDE8C75BE66D39A9B270C9135C 28,crc =  0x8cebdf 0xc9135c 0x45f883 112\n",
      "244D71C621923CD6CFD56CAE1129 28,crc =  0x7db1c0 0xae1129 0xd3a0e9 112\n",
      "8D7805365459C629E4980D2A9A75 28,crc =  0xa8792e 0x2a9a75 0x82e35b 112\n",
      "54BAB91D522FFA084FBC15A3321A 28,crc =  0xba0e25 0xa3321a 0x193c3f 112\n",
      "32B911BE5188CE1BAEAE20228A55 28,crc =  0xb7364f 0x228a55 0x95bc1a 112\n",
      "1874F3B08A66C559AD49B4A4AEE0 28,crc =  0x745d4b 0xa4aee0 0xd0f3ab 112\n",
      "59AC5D0985180CFA91607B15ABF2 28,crc =  0x97bc72 0x15abf2 0x821780 112\n",
      "782EAE84668D79C71A11AE09AEC0 28,crc =  0x3b2be0 0x9aec0 0x328520 112\n",
      "735989548393B5427B3AD4B8709B 28,crc =  0x22d823 0xb8709b 0x9aa8b8 112\n",
      "6CCB2D8DEC04D24D197E839C3FF5 28,crc =  0x7c2261 0x9c3ff5 0xe01d94 112\n",
      "121607FFD53F13FB0798F689D344 28,crc =  0x2f0670 0x89d344 0xa6d534 112\n",
      "5A52620FBF25F5CB035FAC51DEF3 28,crc =  0x6e5101 0x51def3 0x3f8ff2 112\n",
      "36B18C7B34AC6604438E7A26CAC2 28,crc =  0xe8097d 0x26cac2 0xcec3bf 112\n",
      "AE8FF05EA2717FB7EE1F749CB20A 28,crc =  0xd245bd 0x9cb20a 0x4ef7b7 112\n",
      "FA185789DAAE8464CCF06E9F40DC 28,crc =  0xa66d01 0x9f40dc 0x392ddd 112\n",
      "5F0C51129BC19D19EDF98A2261A0 28,crc =  0xb4496f 0x2261a0 0x9628cf 112\n",
      "DCB2E95861D927E59ED77439EEB4 28,crc =  0x9a89f2 0x39eeb4 0xa36746 112\n",
      "2067EA9FE253F9E0DD266188EAC9 28,crc =  0x4f9047 0x88eac9 0xc77a8e 112\n",
      "94E46F590B8266155450FB141176 28,crc =  0xc079fb 0x141176 0xd4688d 112\n",
      "F5AE7DF5D6E4DD412C420CAB6FB3 28,crc =  0x59683 0xab6fb3 0xaef930 112\n",
      "961762ADB8D9290B44DA7F056103 28,crc =  0x104e1a 0x56103 0x152f19 112\n",
      "33FF80B610EB864C63B4010C2ADB 28,crc =  0x5656a6 0xc2adb 0x5a7c7d 112\n",
      "ECA3CA0F03098478C3E656B73EBF 28,crc =  0xe41778 0xb73ebf 0x5329c7 112\n",
      "756A4DF4C50B04FD82009A62EB78 28,crc =  0x68d5b7 0x62eb78 0xa3ecf 112\n",
      "FC51071356325B34F483D7F73DCD 28,crc =  0x53889a 0xf73dcd 0xa4b557 112\n",
      "612619D3E50ED0434A7D25F552D5 28,crc =  0xa078ec 0xf552d5 0x552a39 112\n",
      "D1BC3B1ABDEFA726F9622D441386 28,crc =  0x96e55c 0x441386 0xd2f6da 112\n",
      "7B2A6E30CB247FA7EFFDFD7A2DFE 28,crc =  0x636718 0x7a2dfe 0x194ae6 112\n",
      "59780B8300A87059601B042F0B92 28,crc =  0x3d6a9c 0x2f0b92 0x12610e 112\n",
      "93A11E2FB6AFAE9A7748D2187395 28,crc =  0x33aa31 0x187395 0x2bd9a4 112\n",
      "F6D5F5D34EE91A430E72AEE4A921 28,crc =  0x62cc18 0xe4a921 0x866539 112\n",
      "C4B14AF536F848267758D12A427F 28,crc =  0xdd4c6d 0x2a427f 0xf70e12 112\n",
      "D72C1BE873CE502891DF9E95B513 28,crc =  0xd7d3a 0x95b513 0x98c829 112\n",
      "1CCE436A7B8443BC90D36745C300 28,crc =  0xf2d096 0x45c300 0xb71396 112\n",
      "DADD2FDE7B8F3130631917F486F7 28,crc =  0xc7f29e 0xf486f7 0x337469 112\n",
      "CA31F2D0285727D0028F0A53459F 28,crc =  0xf50305 0x53459f 0xa6469a 112\n",
      "9264172E2074FB457E9E8F07EB2F 28,crc =  0x35fd1d 0x7eb2f 0x321632 112\n",
      "C4D6A739DFD426F9AA3D098ADDE2 28,crc =  0x1b167d 0x8adde2 0x91cb9f 112\n",
      "44DD12774819E55AFEB8FB33451F 28,crc =  0x214293 0x33451f 0x12078c 112\n",
      "66D46DC6F6B22EF814F9F79206AC 28,crc =  0x12a1bd 0x9206ac 0x80a711 112\n",
      "EF86ADBA3BD2A8A83BF7C8DBA4D1 28,crc =  0xbb2a 0xdba4d1 0xdb1ffb 112\n",
      "BEEE08A25A579DC6543EEDD98A9A 28,crc =  0xd54cf7 0xd98a9a 0xcc66d 112\n",
      "18B6066CF1CE297557C7924D94FC 28,crc =  0x32be59 0x4d94fc 0x7f2aa5 112\n",
      "DBDB438B3F55CAC71C093DC9947F 28,crc =  0x194444 0xc9947f 0xd0d03b 112\n",
      "3BDD77A0DDA50BC10059E3362E02 28,crc =  0x757da 0x362e02 0x3179d8 112\n",
      "D8A07E098D3DB8139ED2F9D6A052 28,crc =  0xeb960a 0xd6a052 0x3d3658 112\n",
      "FCB1D263E2E1BF4E954EB5239DDC 28,crc =  0xb40227 0x239ddc 0x979ffb 112\n",
      "BCC80E484EB3F9E8ADCD2B9E0304 28,crc =  0xc185ac 0x9e0304 0x5f86a8 112\n",
      "6C61D2BCE86487D7EC29587806A2 28,crc =  0x364822 0x7806a2 0x4e4e80 112\n",
      "271C2DD035C8BDD9D95550217F08 28,crc =  0x3e8676 0x217f08 0x1ff97e 112\n",
      "D19200FF6C11B20BB63743546412 28,crc =  0xc67d40 0x546412 0x921952 112\n",
      "31350F96D247F917444CCBC6C69D 28,crc =  0x79ece1 0xc6c69d 0xbf2a7c 112\n",
      "9A64A09B42FECD318D4D8D6F0F46 28,crc =  0xc7979e 0x6f0f46 0xa898d8 112\n",
      "6A7FB60EE6C162BA54EAA3C51B26 28,crc =  0x65a05f 0xc51b26 0xa0bb79 112\n",
      "7EDC76493BC10C02E5F8239B3DF3 28,crc =  0xf1d2c7 0x9b3df3 0x6aef34 112\n",
      "CD1FD1E8509A44CC5F44FEE3CA98 28,crc =  0x13a614 0xe3ca98 0xf06c8c 112\n",
      "11F26B9DB6BB811F291B6BACEFF0 28,crc =  0xa08fd 0xaceff0 0xa6e70d 112\n",
      "35E3E75470BAAD4E589A92567E4F 28,crc =  0x1a0817 0x567e4f 0x4c7658 112\n",
      "18D255A67AB2CE4C8EA37596708D 28,crc =  0x776a6a 0x96708d 0xe11ae7 112\n",
      "B724B37CCC71F19315626C8D7A06 28,crc =  0x3b8cae 0x8d7a06 0xb6f6a8 112\n",
      "E0145DBC1DCC22A11032D7D7FBBB 28,crc =  0x94bc56 0xd7fbbb 0x4347ed 112\n",
      "D66390CBBE5248366F41AAC6F0D7 28,crc =  0xf355a0 0xc6f0d7 0x35a577 112\n",
      "E0A0637F2AE50BE55C8A6D44DE25 28,crc =  0x1cf036 0x44de25 0x582e13 112\n",
      "5D7CCD04A9DD21A9175C32B03CB2 28,crc =  0x479f1 0xb03cb2 0xb44543 112\n",
      "90E3C19B904ABF7C66B16C3EF15F 28,crc =  0x7f3ee9 0x3ef15f 0x41cfb6 112\n",
      "150AA53A2E5D91E13B4A2699091A 28,crc =  0x3e8048 0x99091a 0xa78952 112\n",
      "C8E47E7E229BD322ACBC8D43E68C 28,crc =  0x43d954 0x43e68c 0x3fd8 112\n",
      "C4E6827126880B4902C55A963B2D 28,crc =  0xe07b53 0x963b2d 0x76407e 112\n",
      "3B0ACA74C435CCC4911C181B3271 28,crc =  0x2a1b7c 0x1b3271 0x31290d 112\n",
      "516733BC790C56808955657A9EED 28,crc =  0xa32fb5 0x7a9eed 0xd9b158 112\n",
      "231EB8FFA81B5BF2F15D7543BCC3 28,crc =  0x56baa0 0x43bcc3 0x150663 112\n",
      "1C091D573903798EB06BF4F3973C 28,crc =  0x9876c6 0xf3973c 0x6be1fa 112\n",
      "CB753A63A903562CC60F6B835E63 28,crc =  0x252e32 0x835e63 0xa67051 112\n",
      "4C2E4858B9BD241B60EC2CB038A9 28,crc =  0xc00a8 0xb038a9 0xbc3801 112\n",
      "282CE674CFDA53C18F3313D5DAB1 28,crc =  0xcf2942 0xd5dab1 0x1af3f3 112\n",
      "674B26355AA6CD87AF29F7CEAC38 28,crc =  0xa02625 0xceac38 0x6e8a1d 112\n",
      "64DFC438DA891AF064FA40D7FAC0 28,crc =  0x2d79f9 0xd7fac0 0xfa8339 112\n",
      "98BCDE30D14CF2294A9017460E06 28,crc =  0xbb1fa6 0x460e06 0xfd11a0 112\n",
      "6FB58E72BCA473BD22EFF4779366 28,crc =  0x4b549d 0x779366 0x3cc7fb 112\n",
      "26A582546665D92B9DAB4DDA5305 28,crc =  0xb3879e 0xda5305 0x69d49b 112\n",
      "CE9F81DC947B5E878EBBDBF00585 28,crc =  0xe2fe51 0xf00585 0x12fbd4 112\n",
      "882420FEB300448DD8516E5D755F 28,crc =  0xb7bc17 0x5d755f 0xeac948 112\n",
      "5D07E9CA50CC598A6A92EEC0A5F0 28,crc =  0xcd39dd 0xc0a5f0 0xd9c2d 112\n",
      "E435CF17EE7373FC1C5490CB8979 28,crc =  0xd294c0 0xcb8979 0x191db9 112\n",
      "E15C7D6B64B6566E3EADDF3269DB 28,crc =  0x4f1540 0x3269db 0x7d7c9b 112\n",
      "E53E5D1ACB96E025340A765FAE9D 28,crc =  0x65455f 0x5fae9d 0x3aebc2 112\n",
      "CB83ED62D279A79C0F1A2EACB91C 28,crc =  0x7f45d2 0xacb91c 0xd3fcce 112\n",
      "9E703C68BAB2E47362C3B070A22B 28,crc =  0x213b73 0x70a22b 0x519958 112\n",
      "E2B34D5D4045CA2A2CA355157080 28,crc =  0x7df8a8 0x157080 0x688828 112\n",
      "A808766B0186A780011493938445 28,crc =  0xadc63 0x938445 0x995826 112\n",
      "75E02834934B69C9E733CBB00AEA 28,crc =  0x29a38d 0xb00aea 0x99a967 112\n",
      "F2A385263FE2FBAF48B8BF571E7A 28,crc =  0xbbf749 0x571e7a 0xece933 112\n",
      "BF2597BBE8BE738D59AAC95A123E 28,crc =  0xd940d7 0x5a123e 0x8352e9 112\n",
      "288622C40B01B97A1A86E876DE71 28,crc =  0xb4568f 0x76de71 0xc288fe 112\n",
      "1DF93D3EF91D5A6551EA8E9F0A6D 28,crc =  0xfbe637 0x9f0a6d 0x64ec5a 112\n",
      "9F9CE5907B5661B85D3E5670926A 28,crc =  0x103a14 0x70926a 0x60a87e 112\n",
      "3BE8204652B039F6CDF967E44C59 28,crc =  0xb4604c 0xe44c59 0x502c15 112\n",
      "1D2F883768E92BF73D0260010BC3 28,crc =  0x815529 0x10bc3 0x805eea 112\n",
      "FB9BFBC6FF58611F9C540BDCBA91 28,crc =  0xa6568d 0xdcba91 0x7aec1c 112\n",
      "9A4DF30925254B01AD242A17588D 28,crc =  0xc90e8e 0x17588d 0xde5603 112\n",
      "D601B672F1CC06D28DA26453FE14 28,crc =  0x2c2900 0x53fe14 0x7fd714 112\n",
      "F9FC512C35F772DBF003C79FCA1C 28,crc =  0x44fad7 0x9fca1c 0xdb30cb 112\n",
      "1883C40BFF11ECC4E45BDD6F46C4 28,crc =  0x7a3e6f 0x6f46c4 0x1578ab 112\n",
      "F27C53660253F2C4278E673303A0 28,crc =  0xa1c4f7 0x3303a0 0x92c757 112\n",
      "D53C2F3AFC86A8F61D89A2F05488 28,crc =  0x7b107 0xf05488 0xf7e58f 112\n",
      "E7AA85B0B32D9F98CC7771CB65E7 28,crc =  0xc6f4f4 0xcb65e7 0xd9113 112\n",
      "AB17E2C1A8F431DD236C74F5D894 28,crc =  0x979739 0xf5d894 0x624fad 112\n",
      "8641C9F3906EA33EE93C98A735BA 28,crc =  0xc202f2 0xa735ba 0x653748 112\n",
      "83E3DA39CFCF26D651E880166CCD 28,crc =  0xebb90a 0x166ccd 0xfdd5c7 112\n",
      "DE0D70E73FD8A00211BC14E6C3BF 28,crc =  0x84e01e 0xe6c3bf 0x6223a1 112\n",
      "9824EB3EEEE83CE0B54604C758C2 28,crc =  0xcbc073 0xc758c2 0xc98b1 112\n",
      "8C2576E78DCF1E948C7DC58433AD 28,crc =  0xb088d1 0x8433ad 0x34bb7c 112\n",
      "57A7595422C3D2D0D60FC382FD43 28,crc =  0xfa81b4 0x82fd43 0x787cf7 112\n",
      "A0761BBE4C6E44041AFCDCDB30F9 28,crc =  0xdf8a9b 0xdb30f9 0x4ba62 112\n",
      "4278C33EF94CE85587E935EFC1F2 28,crc =  0x17b999 0xefc1f2 0xf8786b 112\n",
      "6DAE4D98AB6E594699E8B0F05DE3 28,crc =  0x1a1dc8 0xf05de3 0xea402b 112\n",
      "CFD4C9DBBCBFC309811E54187510 28,crc =  0xc57bfa 0x187510 0xdd0eea 112\n",
      "135BB3462443CBAFF01EDD7A1E7D 28,crc =  0x29efbb 0x7a1e7d 0x53f1c6 112\n",
      "41875107CAE358CDFAFB19FE89E7 28,crc =  0x493409 0xfe89e7 0xb7bdee 112\n",
      "1F0976B4D9E2E2CA81080DBEF930 28,crc =  0xcc6da6 0xbef930 0x729496 112\n",
      "D2FEECD8AA92765829D75B10FDD1 28,crc =  0xe94194 0x10fdd1 0xf9bc45 112\n",
      "8B4DE034BB3E76E23A1C270AC1FA 28,crc =  0x319d3e 0xac1fa 0x3b5cc4 112\n",
      "DE74ADF911068F06DB04CEDF5B58 28,crc =  0x7d56ee 0xdf5b58 0xa20db6 112\n",
      "4CF56AE0E8447EDA6266FDF2338D 28,crc =  0x266d38 0xf2338d 0xd45eb5 112\n",
      "D87ECB823F264F3DF11036E6DCF1 28,crc =  0xc10030 0xe6dcf1 0x27dcc1 112\n",
      "B1140CC0C27F1D26217177C06A1D 28,crc =  0xa21a9 0xc06a1d 0xca4bb4 112\n",
      "BFBD7A5ED8370647EA8403F93EE6 28,crc =  0x634f1b 0xf93ee6 0x9a71fd 112\n",
      "6EFB6E2DCFC1691B9CE608E9EAB2 28,crc =  0x5db0b3 0xe9eab2 0xb45a01 112\n",
      "691B9CE608E9EAB2A0CC3B14A6BC 28,crc =  0x608bb1 0x14a6bc 0x742d0d 112\n",
      "251FB03C4B7CA1B819496CEB0DD6 28,crc =  0xeaa2ac 0xeb0dd6 0x1af7a 112\n",
      "1A988C29A85BA402B6F366AEDA18 28,crc =  0xd95068 0xaeda18 0x778a70 112\n",
      "AC8EA313D2269FB4CC62D28A15B3 28,crc =  0x6cb1cd 0x8a15b3 0xe6a47e 112\n",
      "F46F06984370A2743D1E558BAA24 28,crc =  0xc7495f 0x8baa24 0x4ce37b 112\n",
      "FB7F17512B6D95E483A3139FCC98 28,crc =  0x7e46eb 0x9fcc98 0xe18a73 112\n",
      "64344A2DCA4C860D786ACC362541 28,crc =  0xad75f3 0x362541 0x9b50b2 112\n",
      "1DEE24C7522E259066B927F5CCB4 28,crc =  0x9fc6d 0xf5ccb4 0xfc30d9 112\n",
      "5AD53E804603C6784DDB615AB3DA 28,crc =  0xd7ecd6 0x5ab3da 0x8d5f0c 112\n",
      "CC7D0247F092A02E321BEAC1CC0C 28,crc =  0xadaf6d 0xc1cc0c 0x6c6361 112\n",
      "2EE3213D9AD31CE424E886156937 28,crc =  0xa81411 0x156937 0xbd7d26 112\n",
      "EE2E33DA5D0D27561A76A0C40EA8 28,crc =  0x640d34 0xc40ea8 0xa0039c 112\n",
      "CC2070B43206AE0CA0D8F68DC9A0 28,crc =  0x46808d 0x8dc9a0 0xcb492d 112\n",
      "39569C3A4198CE7C53D69BA7F1F9 28,crc =  0xd58654 0xa7f1f9 0x7277ad 112\n",
      "E522B6E86B49567A0B82B6769A01 28,crc =  0xd5d8d0 0x769a01 0xa342d1 112\n",
      "22B6E86B49567A0B82B6769A0141 28,crc =  0x601544 0x9a0141 0xfa1405 112\n",
      "675DC5549159AF31B4EB7DD3E60C 28,crc =  0xe35c6f 0xd3e60c 0x30ba63 112\n",
      "2B6D93D93AD0582D6003C8E7CE17 28,crc =  0xbc7269 0xe7ce17 0x5bbc7e 112\n",
      "D3ADF74F9830AA56189C665CD7C4 28,crc =  0x7a6e60 0x5cd7c4 0x26b9a4 112\n",
      "138CCB9AF88B9CDEC4FB2279D085 28,crc =  0x123b5b 0x79d085 0x6bebde 112\n",
      "65CD7C45CE6F627D913CE842EDD4 28,crc =  0xa50fde 0x42edd4 0xe7e20a 112\n",
      "2DBDEC817F0804E89F686C8BF973 28,crc =  0x218330 0x8bf973 0xaa7a43 112\n",
      "8F4CAD88E455C2AC32CB099DA35F 28,crc =  0x285772 0x9da35f 0xb5f42d 112\n",
      "D542BE2449722FCD464CC8FED59F 28,crc =  0xab1cd0 0xfed59f 0x55c94f 112\n",
      "56196584CED1AFCC4C13D46FFC72 28,crc =  0x903219 0x6ffc72 0xffce6b 112\n",
      "48386EB13265A8D5674CF455DBDC 28,crc =  0x68c102 0x55dbdc 0x3d1ade 112\n",
      "55F93FD354624EA14525A9E689B1 28,crc =  0xca2a9b 0xe689b1 0x2ca32a 112\n",
      "4881B9251B24D30664A8DA11D708 28,crc =  0xc11f16 0x11d708 0xd0c81e 112\n",
      "CCAC5B39A6F4BE083CC3DA99B596 28,crc =  0x5bb700 0x99b596 0xc20296 112\n",
      "132844E271EE926759AABCF77D24 28,crc =  0xab81fe 0xf77d24 0x5cfcda 112\n",
      "B11FBFF9B377F32DE767FBFB75AB 28,crc =  0xb2c024 0xfb75ab 0x49b58f 112\n",
      "AC417400314040C4D584DA75B11C 28,crc =  0xda5120 0x75b11c 0xafe03c 112\n",
      "3DE4BF5D6FA97B9147F50A08533C 28,crc =  0xcc08d2 0x8533c 0xc45bee 112\n",
      "228FEA1410A678109CD1B6F3D234 28,crc =  0xcc1f43 0xf3d234 0x3fcd77 112\n",
      "4FDA93B0621BC0B5074DDF20BBFF 28,crc =  0xf545c1 0x20bbff 0xd5fe3e 112\n",
      "F420030229BEB0A3CFA161200338 28,crc =  0xe408fb 0x200338 0xc40bc3 112\n",
      "EAC498860B2305E590DCD3667E07 28,crc =  0x3739e8 0x667e07 0x5147ef 112\n",
      "FCE5A5211D2E458E00A155CFD42C 28,crc =  0x9ad38e 0xcfd42c 0x5507a2 112\n",
      "141C903241FFFEBBB5413A0D5199 28,crc =  0x793607 0xd5199 0x74679e 112\n",
      "C9FC4199933DBA73180EC713BBAA 28,crc =  0xa3ba9 0x13bbaa 0x198003 112\n",
      "55E4883B0F7EDB3BE104FFF30DF1 28,crc =  0xed05d 0xf30df1 0xfdddac 112\n",
      "C2682054BD50C3DE790F3F3E5731 28,crc =  0xfe4f86 0x3e5731 0xc018b7 112\n",
      "8D2C5224D9DA5ED90249F376E274 28,crc =  0x867dd5 0x76e274 0xf09fa1 112\n",
      "53CEBE0F8DC03A4F539B401ED13A 28,crc =  0xc49645 0x1ed13a 0xda477f 112\n",
      "14B972CBA196BECE9AAEB768555A 28,crc =  0xdf6be1 0x68555a 0xb73ebb 112\n",
      "A3199E18222CD02285ED75822330 28,crc =  0x9685c7 0x822330 0x14a6f7 112\n",
      "4CD81932E0D40CAB8B3217950B66 28,crc =  0x6a638d 0x950b66 0xff68eb 112\n",
      "990BCA85B31C9F3844199816DD98 28,crc =  0xf21057 0x16dd98 0xe4cdcf 112\n",
      "8DDD35437EA46AC12EEF66C56349 28,crc =  0x64d88b 0xc56349 0xa1bbc2 112\n",
      "B80398EECE4E061A1A9D1DE8FAE6 28,crc =  0xcc81c4 0xe8fae6 0x247b22 112\n",
      "477DC97B266A8E546BDA84C64C17 28,crc =  0x3b71a8 0xc64c17 0xfd3dbf 112\n",
      "2176B910B4C0CA79599BC9BA126B 28,crc =  0x93977c 0xba126b 0x298517 112\n",
      "56056EB531BD3C016B1D1BCED2B9 28,crc =  0xa53a27 0xced2b9 0x6be89e 112\n",
      "F4F005AC746F3B4AE554401EDAC9 28,crc =  0x192c40 0x1edac9 0x7f689 112\n",
      "234AFF6F52072B0515648C2FB14C 28,crc =  0x69b132 0x2fb14c 0x46007e 112\n",
      "8B7804BD9B0BE0ED093D86E2CF9D 28,crc =  0xfd1174 0xe2cf9d 0x1fdee9 112\n",
      "6299C23E2FC58620AF24490BA62D 28,crc =  0xb2a8fb 0xba62d 0xb90ed6 112\n",
      "2518840CB989C348F0650BA13966 28,crc =  0xf9431d 0xa13966 0x587a7b 112\n",
      "270D23C1942E84E59A70A7686AE6 28,crc =  0xb83df4 0x686ae6 0xd05712 112\n",
      "3B7A7D2AAF2ACC961AF4A4D8BB9C 28,crc =  0x8f05a0 0xd8bb9c 0x57be3c 112\n",
      "B45BFC50708E7FB7A96DC68AAA2F 28,crc =  0xbe41bc 0x8aaa2f 0x34eb93 112\n",
      "FE902C627B1901F469BEC4143930 28,crc =  0x9999f5 0x143930 0x8da0c5 112\n",
      "C4D28E3BE2D3ECDE48FD8E218E2F 28,crc =  0x2c9437 0x218e2f 0xd1a18 112\n",
      "7A04340B23EF7D39E77B88FA7473 28,crc =  0x284f19 0xfa7473 0xd23b6a 112\n",
      "6B02C65E653B674A75A832F89E2D 28,crc =  0xc8d1ef 0xf89e2d 0x304fc2 112\n",
      "715E663D4B8E2039B90B8EC86E5F 28,crc =  0x5bdc17 0xc86e5f 0x93b248 112\n",
      "40B9AECE0C8DD6A66D3483D2DE4D 28,crc =  0x4ca80e 0xd2de4d 0x9e7643 112\n",
      "74438CA7B8E6289098E656B8B472 28,crc =  0x17281c 0xb8b472 0xaf9c6e 112\n",
      "9339E0564C55CD0E52455A4BB353 28,crc =  0x88371a 0x4bb353 0xc38449 112\n",
      "564C55CD0E52455A4BB353822A7E 28,crc =  0x4fa885 0x822a7e 0xcd82fb 112\n",
      "B3147312D965E696392046991E3F 28,crc =  0xa3b86 0x991e3f 0x9325b9 112\n",
      "96392046991E3F01290928407871 28,crc =  0xca4a46 0x407871 0x8a3237 112\n",
      "2408D323C7E0252125080F0E29B8 28,crc =  0x8e0b36 0xe29b8 0x80228e 112\n",
      "EC57971DF4C03BA394AEC7EE2EDB 28,crc =  0x7b8f92 0xee2edb 0x95a149 112\n",
      "F98C276B095A8A32F05722593EA4 28,crc =  0x1a1454 0x593ea4 0x432af0 112\n",
      "5C8964FA92B752864204B0EAF7F7 28,crc =  0x1c5c57 0xeaf7f7 0xf6aba0 112\n",
      "8D8960FAD90B0783A8082607E126 28,crc =  0x7e1e94 0x7e126 0x79ffb2 112\n",
      "BBFC72C4206AF8A4C9983DCCF0DA 28,crc =  0x141937 0xccf0da 0xd8e9ed 112\n",
      "96210357C5264CC1EE6786D1F538 28,crc =  0x729768 0xd1f538 0xa36250 112\n",
      "61D84488EA4A63FA924E9AE0EB84 28,crc =  0x6b2f34 0xe0eb84 0x8bc4b0 112\n",
      "98ADBC7D5721353697E1A3EDB890 28,crc =  0x75a842 0xedb890 0x9810d2 112\n",
      "FC347DB7121BBE609DBBD7486C81 28,crc =  0xc08539 0x486c81 0x88e9b8 112\n",
      "4ADC6788A7F4CB7B4D0AD26FC4F0 28,crc =  0xf0b768 0x6fc4f0 0x9f7398 112\n",
      "9FC0BAAC23B7DA6D86DAF0A99BDF 28,crc =  0x63f082 0xa99bdf 0xca6b5d 112\n",
      "7E7C79D4C3AFC64A91B750FB078F 28,crc =  0xae83ec 0xfb078f 0x558463 112\n",
      "E504D7AAFB16082DB98C49E80C1B 28,crc =  0x2ff387 0xe80c1b 0xc7ff9c 112\n",
      "CD94C64553A1F6280A9BDF3CB895 28,crc =  0xbb4123 0x3cb895 0x87f9b6 112\n",
      "F6F75834EA2932A6FB037733D91D 28,crc =  0x8f4e5b 0x33d91d 0xbc9746 112\n",
      "E8C7FE2A997817AAB30DCDD1F01A 28,crc =  0x49f4bd 0xd1f01a 0x9804a7 112\n",
      "57DC5C47DB9D9511093A294F4A19 28,crc =  0x151cd1 0x4f4a19 0x5a56c8 112\n",
      "A0001533300B1A80F500008703AC 28,crc =  0xd82c28 0x8703ac 0x5f2f84 112\n",
      "8BB91CE8E8A46D7B3AC6C2105060 28,crc =  0x18dd2c 0x105060 0x88d4c 112\n",
      "94FCEE74EAA3CB5D39F23E460C08 28,crc =  0xb7335d 0x460c08 0xf13f55 112\n",
      "F43FFEFB80B2BD0CEA6E5BF09060 28,crc =  0x59b706 0xf09060 0xa92766 112\n",
      "BF8249933C28EA52F2BB15E6AD20 28,crc =  0x6e9558 0xe6ad20 0x883878 112\n",
      "9264CF0A3A94BCAEC579AB4839C1 28,crc =  0xc99b0a 0x4839c1 0x81a2cb 112\n",
      "AF1218A3AFA8E3B46F2953E05077 28,crc =  0x89d5a5 0xe05077 0x6985d2 112\n",
      "9EA31A3C3E7063DD0535AE42894C 28,crc =  0x339ac4 0x42894c 0x711388 112\n",
      "B578BC520A90B347C5DFAC28C07D 28,crc =  0x16b67e 0x28c07d 0x3e7603 112\n",
      "1C08849201D22CAA716052DFFF30 28,crc =  0xb560a2 0xdfff30 0x6a9f92 112\n",
      "C3CFD0E78BB94A8E7ACA1061AB64 28,crc =  0x1d903d 0x61ab64 0x7c3b59 112\n",
      "5A59D2F67EC9C6172F29E5D12C02 28,crc =  0x2507d2 0xd12c02 0xf42bd0 112\n",
      "55A0CBA52D3C31EE48C02AB2DF96 28,crc =  0x822350 0xb2df96 0x30fcc6 112\n",
      "76A2CCA26D07EA5CBBF661BD8544 28,crc =  0xc5c918 0xbd8544 0x784c5c 112\n",
      "FCB52FAC46ED50A316F4178F0852 28,crc =  0x3bba89 0x8f0852 0xb4b2db 112\n",
      "24AE3DF0BF4B86CC699F77D630E0 28,crc =  0x4a14db 0xd630e0 0x9c243b 112\n",
      "DA198BA15E5B390D1528414BEBBC 28,crc =  0x34ac95 0x4bebbc 0x7f4729 112\n",
      "4BAF95396E8F2023283C09D99728 28,crc =  0xc0a182 0xd99728 0x1936aa 112\n",
      "FEB0C2B95C7ED7E2A14AA4F7C9BB 28,crc =  0x4e1d2 0xf7c9bb 0xf32869 112\n",
      "C783C109FBDCCB8CDED8009B1463 28,crc =  0xc6672c 0x9b1463 0x5d734f 112\n",
      "1C0C3AFB176EEAA4687BE6FCEB5B 28,crc =  0xbd6a30 0xfceb5b 0x41816b 112\n",
      "D3A19E8BA8F4745F938F2D737678 28,crc =  0x1b8434 0x737678 0x68f24c 112\n",
      "AF11EA398B52BC9DEC97379D5856 28,crc =  0xc1a1e6 0x9d5856 0x5cf9b0 112\n",
      "6F9B07087F64D7B2A94B5E778F43 28,crc =  0x59ea3d 0x778f43 0x2e657e 112\n",
      "6E078D9E86183D0F4495847975CD 28,crc =  0xbc49ac 0x7975cd 0xc53c61 112\n",
      "828655D53A14E649D4134F81737F 28,crc =  0x7ee096 0x81737f 0xff93e9 112\n",
      "B9BFE35099E01053190FEC78AFBF 28,crc =  0xed794f 0x78afbf 0x95d6f0 112\n",
      "4235C9C80D4D1C347209F5D54F8C 28,crc =  0x19046e 0xd54f8c 0xcc4be2 112\n",
      "99EF7075E41683726A327CDC9A96 28,crc =  0x7ce39d 0xdc9a96 0xa0790b 112\n",
      "C3C461C2E1F380D39C962707546F 28,crc =  0x2f5afd 0x7546f 0x280e92 112\n",
      "72108EBEEAC90C77693D4F949424 28,crc =  0xc4ff8b 0x949424 0x506baf 112\n",
      "CAB493C801636B5449441BE14AAE 28,crc =  0xe2a24a 0xe14aae 0x3e8e4 112\n",
      "315584A15E3E7F7DDA7DFE332820 28,crc =  0x6ef28d 0x332820 0x5ddaad 112\n",
      "E7F7DDA7DFE3328207FCFADE7B6A 28,crc =  0x2f5a6a 0xde7b6a 0xf12100 112\n",
      "E1AA2D49E4C6733110A3BEB75297 28,crc =  0x713711 0xb75297 0xc66586 112\n",
      "7E9CFBA04C309CDE99A4C04AA8E2 28,crc =  0x8360f 0x4aa8e2 0x429eed 112\n",
      "FBABE661EFC389CFB59F7571BBE8 28,crc =  0x4dfe63 0x71bbe8 0x3c458b 112\n",
      "4B1C868FE8B53A6FD4149C52FFA5 28,crc =  0x171c18 0x52ffa5 0x45e3bd 112\n",
      "D529CD1717194D87ADF693DF79BF 28,crc =  0xf4ac86 0xdf79bf 0x2bd539 112\n",
      "6269C71D6FB8CD1084CD4DC71153 28,crc =  0x4acfdf 0xc71153 0x8dde8c 112\n",
      "A403B88A3DD9CDD0E7B8E17F4541 28,crc =  0x56d4ba 0x7f4541 0x2991fb 112\n",
      "11535225D535EE266361CB3BF96B 28,crc =  0xa88f43 0x3bf96b 0x937628 112\n",
      "154EFBE0450D085BAD16DD90250E 28,crc =  0xc4dafa 0x90250e 0x54fff4 112\n",
      "D5D5893C7C22789F8318B8B7AFF2 28,crc =  0x6b0cd 0xb7aff2 0xb11f3f 112\n",
      "42447F61FA01604EACDE47A2C2FF 28,crc =  0x1157ea 0xa2c2ff 0xb39515 112\n",
      "A6367091E73BF1751DACC50133E1 28,crc =  0xe99000 0x133e1 0xe8a3e1 112\n",
      "2E865FFC44D09981D8CA643FBA28 28,crc =  0x6694b2 0x3fba28 0x592e9a 112\n",
      "C5C2831CBB1A485BF1B341382E2D 28,crc =  0xc9c85e 0x382e2d 0xf1e673 112\n",
      "8D780E53E10180000000006936C2 28,crc =  0xd3c801 0x6936c2 0xbafec3 112\n",
      "3743AF6EE87268C5DCEBA2746FF4 28,crc =  0xb7569f 0x746ff4 0xc3396b 112\n",
      "40C80C3AFA8E5F672862A0512ACC 28,crc =  0x18859a 0x512acc 0x49af56 112\n",
      "E48B2C5B300D4BB4409EBAA0734D 28,crc =  0x6088c 0xa0734d 0xa67bc1 112\n",
      "BD4C0545682C68B2C836029A7684 28,crc =  0x4a0e5c 0x9a7684 0xd078d8 112\n",
      "7D4EA254536F14B4A6B40826E228 28,crc =  0xb896b8 0x26e228 0x9e7490 112\n",
      "805AF90B3D219E79D396F8D975E3 28,crc =  0x2b1a50 0xd975e3 0xf26fb3 112\n",
      "552D00B2AC1E03253933127246FB 28,crc =  0x9cada3 0x7246fb 0xeeeb58 112\n",
      "DBEF36FB78BECFF3D29807A73AC7 28,crc =  0x376fac 0xa73ac7 0x90556b 112\n",
      "AC02132BD03E5D449F1AA6E2C79E 28,crc =  0x28052f 0xe2c79e 0xcac2b1 112\n",
      "6415DE01159FFA46DAFBCEC30E71 28,crc =  0x7062f6 0xc30e71 0xb36c87 112\n",
      "689F53A9B3EDFBEF92F28D46F7AD 28,crc =  0xeac596 0x46f7ad 0xac323b 112\n",
      "49D83F138596C5CAE2B1469A137A 28,crc =  0x7bca26 0x9a137a 0xe1d95c 112\n",
      "BAFB021E770C44707CEA617B7714 28,crc =  0x220c2a 0x7b7714 0x597b3e 112\n",
      "46AF96B4065315464F9F5D70743A 28,crc =  0x639d46 0x70743a 0x13e97c 112\n",
      "1AFE47F198110B3D75A2C3B60E6F 28,crc =  0xb4fb26 0xb60e6f 0x2f549 112\n",
      "1250FA741076C85D060A5F34B9E0 28,crc =  0x316452 0x34b9e0 0x5ddb2 112\n",
      "1175DB8C4D1F7B0AD6EC43E25A51 28,crc =  0x723e8b 0xe25a51 0x9064da 112\n",
      "DB15EF375698A2279A8B8FDC13E1 28,crc =  0x35f9e1 0xdc13e1 0xe9ea00 112\n",
      "84822672A1A527C7940F972BC974 28,crc =  0xd192d8 0x2bc974 0xfa5bac 112\n",
      "9AFA3BD3CF51B0D015DB421F1B7C 28,crc =  0x13041e 0x1f1b7c 0xc1f62 112\n",
      "9ABC01478A68F27E53259F13602D 28,crc =  0x477fd6 0x13602d 0x541ffb 112\n",
      "C43B825636DDDAE77E03728EADED 28,crc =  0x628dde 0x8eaded 0xec2033 112\n",
      "EFB46D85F258BAE0D3A32B2BFBA8 28,crc =  0x457e71 0x2bfba8 0x6e85d9 112\n",
      "AF6436C5CDA7DAD94517B8B9B23F 28,crc =  0x6b3316 0xb9b23f 0xd28129 112\n",
      "EB9E360C149161DBD3638A756FA7 28,crc =  0x7dd574 0x756fa7 0x8bad3 112\n",
      "9FF0DC4CA99502E6C96225D35BA0 28,crc =  0x5f61da 0xd35ba0 0x8c3a7a 112\n",
      "CE9915977E98622726FF61788C2D 28,crc =  0x723fba 0x788c2d 0xab397 112\n",
      "C2BB6E48305D5D0BE05EF5E0183E 28,crc =  0xa7df70 0xe0183e 0x47c74e 112\n",
      "C2834129D287EBDD955906845BAD 28,crc =  0xbe6deb 0x845bad 0x3a3646 112\n",
      "DEC920A9F8BE2D1F87E7CACA19EC 28,crc =  0x1ef5e9 0xca19ec 0xd4ec05 112\n",
      "49FC8D28753F47B770AA7D5A8B8E 28,crc =  0xdb9ae2 0x5a8b8e 0x81116c 112\n",
      "6CE75F5EE9C116CF0558568ECC51 28,crc =  0x6f5384 0x8ecc51 0xe19fd5 112\n",
      "9186391AD5734EA940B14CAD64FA 28,crc =  0x88ac50 0xad64fa 0x25c8aa 112\n",
      "4CB23D420E9543B56B262B2DCB27 28,crc =  0x6f3042 0x2dcb27 0x42fb65 112\n",
      "DC65DADBF2D9DB8AE3C9737A8216 28,crc =  0x53908e 0x7a8216 0x291298 112\n",
      "B58BC8C4EA7D1B349DB3C442722B 28,crc =  0x237e54 0x42722b 0x610c7f 112\n",
      "A11BE52B72E91EC8243E6723A4DC 28,crc =  0x11714e 0x23a4dc 0x32d592 112\n",
      "90FC3F93F903FD04B209A61007A2 28,crc =  0x469de4 0x1007a2 0x569a46 112\n",
      "6A494D90A4AE0FFA913F572F3580 28,crc =  0x4ecef8 0x2f3580 0x61fb78 112\n",
      "2D60D91BE1DF50359A0375661197 28,crc =  0x86d112 0x661197 0xe0c085 112\n",
      "61838867679E01D87D8DB7BB2EB7 28,crc =  0xc89c3b 0xbb2eb7 0x73b28c 112\n",
      "A88F5D0A6156E2EF732206AB94E1 28,crc =  0x7e5331 0xab94e1 0xd5c7d0 112\n",
      "57D4DE1CECA61E5098465E37EEF0 28,crc =  0xabb800 0x37eef0 0x9c56f0 112\n",
      "A3600894A6384A971D7DAE70341C 28,crc =  0x714a75 0x70341c 0x17e69 112\n",
      "39FBADF1787402E496C8E89B047E 28,crc =  0x6b35df 0x9b047e 0xf031a1 112\n",
      "15BDDBB2B2E75B86EEAA3600E1B2 28,crc =  0x33a3b1 0xe1b2 0x334203 112\n",
      "B7BB76565CEB70DDD546C01C3652 28,crc =  0x31bbf7 0x1c3652 0x2d8da5 112\n",
      "D8F4E14BED9F4304FCF2FF1B748D 28,crc =  0xd26f51 0x1b748d 0xc91bdc 112\n",
      "877C48F53C47B3CE7F50AB037FA2 28,crc =  0x56c158 0x37fa2 0x55befa 112\n",
      "32A15530CBED3B7495EC650AA2DD 28,crc =  0x1c9cf7 0xaa2dd 0x163e2a 112\n",
      "98F4587008D0EC3C836410EB41CD 28,crc =  0x53d6d0 0xeb41cd 0xb8971d 112\n",
      "FF37F6C16CD3553347B609C5D91E 28,crc =  0x5957c1 0xc5d91e 0x9c8edf 112\n",
      "F65591879E57B9FE56D370D96D52 28,crc =  0x198f51 0xd96d52 0xc0e203 112\n",
      "F95B4DC365B54B81B46CDD39E234 28,crc =  0x309fe 0x39e234 0x3aebca 112\n",
      "EFE2A8BAD589386C260BAD4B6F12 28,crc =  0xc608f1 0x4b6f12 0x8d67e3 112\n",
      "B0CA62EB76C0B7AC345A601359DE 28,crc =  0x84d363 0x1359de 0x978abd 112\n",
      "650CA85452EE76468C5C62B87F47 28,crc =  0xa01d7a 0xb87f47 0x18623d 112\n",
      "9D955EE3A39AA4503BB5CB8768BF 28,crc =  0x135b03 0x8768bf 0x9433bc 112\n"
     ]
    }
   ],
   "source": [
    "for s0,d in step2_pos:\n",
    "    d0 = (d[8:]+1)//2\n",
    "    bin = \"\".join([str(i) for i in d0])\n",
    "    msghex = pms.bin2hex(bin)\n",
    "    msg = np.zeros((112//8,),dtype=np.int8)\n",
    "    if(len(msghex)==28):\n",
    "        for i in range(len(msg)):\n",
    "            msg[i] = int(msghex[2*i:2*i+1],16)\n",
    "        print(msghex,len(msghex),end=',')\n",
    "        crc1 = int(bin[-24:],2)\n",
    "        crc2 = modesChecksum(msg,112)\n",
    "        print(\"crc = \",hex(crc1^crc2),hex(crc1),hex(crc2),len(bin))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "wv_msg = np.zeros((len(step2_pos),1024),dtype=np.complex64)\n",
    "for i in range(len(step2_pos)):\n",
    "    s0,_ = step2_pos[i]\n",
    "    if s0 < len(wv)/2-2048:\n",
    "        wv_msg[i,:] = wv[s0*2:s0*2+1024]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x138aa2790>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pl.imshow(np.abs(wv_msg[:,:1024]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "wv1_msg = np.zeros((len(step1_pos),2048),dtype=np.complex64)\n",
    "for i in range(len(step1_pos)-2):\n",
    "    s0 = step1_pos[i]\n",
    "    if s0 < len(wv)/2-2048:\n",
    "        wv1_msg[i,:] = wv[s0*2:s0*2+2048]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x1393da790>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pl.imshow(np.abs(wv1_msg[3*2048:4*2048,:]))"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.11.3 ('venv': venv)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.3"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
    "hash": "160761bc1a904adbbd606c3a9b02244365b1a540f860a2c66cbc5cbd24c54900"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
